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Journal of Research of the National Bureau of Standards. Section A, Physics and Chemistry logoLink to Journal of Research of the National Bureau of Standards. Section A, Physics and Chemistry
. 1964 Nov-Dec;68A(6):579–588. doi: 10.6028/jres.068A.055

The 1962 He3 Scale of Temperatures IV. Tables1‘2

R H Sherman 1, S G Sydoriak 1, T R Roberts 1
PMCID: PMC6592383  PMID: 31834745

Abstract

The detailed tables of the 1962 He3 Scale of Temperatures are presented. The vapor pressure of He3 is tabulated in steps of 1 millidegree from 0.2 to 3.324 °K, the critical temperature. A table giving temperature, to 0.1 millidegree, as a function of pressure is included, as well as the temperature derivative of the vapor pressure.

1. Introduction

It is the purpose of this paper to present the detailed tables which comprise the 1962 He3 Scale of Temperatures. The reader is referred to the other publications in this series for discussions of the apparatus and input vapor pressure data [45, 46];3 the derivation of the scale [6, 66]; and the evaluation of the scale with gas isotherm and other data [7, 10].

2. Description of the Tables

In Tables 1a and lb, He3 vapor pressures are given as a function of the temperature, designated as T62. Tables la and lb contain entries every millidegree from 0.2 to 3.324 °K, the critical temperature. The pressure, in millimeters of mercury at 0 °C, and standard gravity (980.665 cm/sec.2), is given by the following equation, which defines the 1962 He3 Scale:

lnP3=−2.49174/T+4.80386−0.286001T+0.198608T2−0.0502237T3+0.00505486T4+2.24846lnT 0.2<T<3.324°K. (1)

Table 1a.

Vapor pressure of He3 (1962 Scale) in microns (10−3 mm) of mercury at 0 °C and standard gravity, 980.665 cm/sec2

T62, °K 0.000 0.001 0.002 0.003 0.004 0.005 0.006 0.007 0.008 0.009
0.200 0.0121 0.0130 0.0140 0.0150 0.0161 0.0173 0.0185 0.0199 0.0213 0.0228
.210 .0244 .0260 .0278 .0297 .0317 .0338 .0360 .0384 .0409 .0435
.220 .0463 .0492 .0523 .0555 .0590 .0626 .0664 .0703 .0745 .0789
.230 .0835 .0884 .0935 .0988 .1044 .1103 .1165 .1229 .1296 .1367
.240 .1441 .1518 .1599 .1683 .1772 .1864 .1960 .2060 .2165 .2274
.250 .2388 .2506 .2630 .2759 .2893 .3032 .3178 .3329 .3486 .3649
.260 .3819 .3995 .4179 .4369 .4566 .4771 .4984 .5205 .5434 .5671
.270 .5917 .6172 .6436 .6710 .6993 .7286 .7589 .7903 .8228 .8564
.280 .8911 .9270 .9642 1.0025 1.0421 1.0830 1.1253 1.1689 1.2139 1.2603
.290 1.3082 1.3576 1.4086 1.4612 1.5153 1.5712 1.6287 1.6880 1.7490 1.8119
.300 1.877 1.943 2.012 2.082 2.155 2.230 2.307 2.386 2.467 2.550
.310 2.636 2.724 2.815 2.908 3.004 3.102 3.203 3.306 3.413 3.522
.320 3.633 3.748 3.866 3.987 4.111 4.237 4.368 4.501 4.638 4.778
.330 4.921 5.069 5.219 5.373 5.531 5.693 5.859 6.028 6.202 6.379
.340 6.561 6.747 6.937 7.131 7.330 7.533 7.741 7.954 8.171 8.393
.350 8.619 8.851 9.088 9.330 9.577 9.829 10.087 10.350 10.619 10.893
.360 11.173 11.459 11.750 12.048 12.351 12.661 12.977 13.299 13.628 13.963
.370 14.304 14.653 15.008 15.370 15.739 16.115 16.498 16.889 17.287 17.692
.380 18.105 18.525 18.954 19.390 19.834 20.286 20.747 21.216 21.693 22.179
.390 22.673 23.176 23.688 24.209 24.739 25.278 25.826 26.384 26.952 27.529
.400 28.115 28.712 29.319 29.935 30.562 31.200 31.847 32.506 33.175 33.855
.410 34.546 35.248 35.961 36.686 37.422 38.169 38.929 39.700 40.483 41.278
.420 42.086 42.906 43.738 44.583 45.441 46.312 47.196 48.093 49.003 49.927
.430 50.864 51.815 52.780 53.759 54.753 55.760 56.782 57.818 58.870 59.936
.440 61.017 62.113 63.225 64.352 65.494 66.653 67.827 69.017 70.224 71.447
.450 72.686 73.942 75.215 76.505 77.812 79.136 80.478 81.837 83.214 84.609
.460 86.022 87.453 88.902 90.370 91.857 93.362 94.887 96.431 97.994 99.576
.470 101.179 102.801 104.443 106.105 107.787 109.490 111.214 112.959 114.724 116.511
.480 118.319 120.148 121.999 123.872 125.768 127.685 129.624 131.586 133.571 135.579
.490 137.610 139.664 141.741 143.842 145.967 148.115 150.288 152.485 154.707 156.953
.500 159.224 161.520 163.841 166.188 168.560 170.958 173.381 175.831 178.308 180.810
.510 183.339 185.896 188.479 191.089 193.727 196.392 199.085 201.806 204.556 207.333
.520 210.139 212.974 215.838 218.731 221.653 224.604 227.586 230.597 233.638 236.709
.530 239.811 242.943 246.107 249.301 252.526 255.783 259.072 262.392 265.745 269.129
.540 272.546 275.995 279.478 282.993 286.541 290.123 293.739 297.388 301.071 304.788
.550 308.540 312.326 316.147 320.003 323.895 327.821 331.784 335.782 339.816 343.886
.560 347.992 352.136 356.316 360.533 364.787 369.079 373.408 377.775 382.181 386.624
.570 391.106 395.627 400.187 404.785 409.423 414.100 418.818 423.575 428.372 433.209
.580 438.087 443.006 447.966 452.967 458.009 463.093 468.219 473.387 478.597 483.850
.590 489.145 494.483 499.864 505.288 510.756 516.268 521.824 527.423 533.068 538.756
.600 544.490 550.268 556.092 561.961 567.876 573.837 579.844 585.897 591.997 598.143
.610 604.337 610.577 616.865 623.201 629.584 636.016 642.496 649.024 655.601 662.227
.620 668.902 675.626 682.400 689.224 696.097 703.021 709.996 717.021 724.097 731.224
.630 738.402 745.633 752.914 760.248 767.634 775.073 782.564 790.108 797.705 805.355
.640 813.059 820.817 828.629 836.495 844.416 852.391 860.421 868.506 876.646 884.842
.650 893.094 901.402 909.766 918.186 926.663 935.197 943.789 952.437 961.143 969.907
.660 978.729 987.609 996.548 1005.545 1014.601 1023.717 1032.891 1042.126 1051.420 1060.774
.670 1070.189 1079.664 1089.199 1098.796 11G8.454 1118.173 1127.954 1137.796 1147.701 1157.668
.680 1167.698 1177.790 1187.946 1198.164 1208.446 1218.792 1229.202 1239.675 1250.213 1260.816
.690 1271.483 1282.216 1293.013 1303.877 1314.805 1325.800 1336.861 1347.989 1359.183 1370.443
.700 1381.771 1393.167 1404.629 1416.160 1427.758 1439.425 1451.160 1462.964 1474.836 1486.778
.710 1498.789 1510.870 1523.021 1535.241 1547.532 1559.894 1572.326 1584.829 1597.403 1610.048
.720 1622.766 1635.555 1648.416 1661.350 1674.356 1687.434 1700.586 1713.811 1727.110 1740.482
.730 1753.928 1767.449 1781.043 1794.713 1808.457 1822.276 1836.171 1850.141 1864.186 1878.308
.740 1892.506 1906.780 1921.132 1935.559 1950.065 1964.647 1979.307 1994.045 2008.861 2023.755
.750 2038.728 2053.779 2068.909 2084.119 2099.408 2114.776 2130.225 2145.753 2161.362 2177.051
.760 2192.821 2208.673 2224.605 2240.619 2256.715 2272.892 2289.152 2305.494 2321.919 2338.426
.770 2355.017 2371.691 2388.448 2405.289 2422.215 2439.224 2456.318 2473.496 2490.760 2508.108
.780 2525.542 2543.061 2560.667 2578.358 2596.136 2614.000 2631.951 2649.988 2668.113 2686.326
.790 2704.626 2723.014 2741.490 2760.054 2778.707 2797.448 2816.279 2835.199 2854.208 2873.307
.800 2892.496 2911.775 2931.145 2950.605 2970.156 2989.798 3009.531 3029.356 3049.272 3069.280
.810 3089.381 3109.574 3129.860 3150.239 3170.710 3191.275 3211.934 3232.686 3253.533 3274.74
.820 3295.508 3316.638 3337.863 3359.183 3380.598 3402.109 3423.716 3445.419 3467.217 3489.113
.830 3511.105 3533.194 3555.381 3577.665 3600.046 3622.525 3645.103 3667.779 3690.553 3713.426
.840 3736.398 3759.469 3782.640 3805.910 3829.281 3852.751 3876.322 3899.993 3923.765 3947.639
.850 3971.613 3995.689 4019.866 4044.146 4068.528 4093.012 4117.598 4142.288 4167.080 4191.976
.860 4216.976 4242.079 4267.286 4292.597 4318.012 4343.533 4369.158 4394.888 4420.723 4446.664
.870 4472.711 4498.864 4525.123 4551.488 4577.960 4604.539 4631.225 4658.018 4684.919 4711.928
.880 4739.044 4766.269 4793.602 4821.044 4848.595 4876.255 4904.024 4931.903 4959.891 4987.990
.890 5016.198 5044.517 5072.947 5101.488 5130.140 5158.903 5187.778 5216.764 5245.863 5275.073
.900 5304.397 5333.832 5363.381 5393.043 5422.818 5452.707 5482.709 5512.826 5543.057 5573.402
.910 5603.862 5634.436 5665.126 5695.931 5726.852 5757.889 5789.041 5820.310 5851.695 5883.196
.920 5914.815 5946.551 5978.404 6010.374 6042.463 6074.669 6106.994 6139.436 6171.998 6204.679
.930 6237.478 6270.397 6303.435 6336.593 6369.871 6403.269 6436.788 6470.427 6504.187 6538.068
.940 6572.071 6606.195 6640.440 6674.808 6709.297 6743.909 6778.644 6813.502 6848.482 6883.586
.950 6918.813 6954.164 6989.639 7025.238 7060.961 7096.809 7132.781 7168.879 7205.101 7241.450
.960 7277.923 7314.523 7351.249 7388.101 7425.079 7462.185 7499.417 7536.776 7574.263 7611.878
.970 7649.620 7687.490 7725.489 7763.616 7801.872 7840.256 7878.770 7917.413 7956.186 7995.088
.980 8034.121 8073.283 8112.576 8152.000 8191.554 8231.240 8271.057 8311.005 8351.085 8391.297
.990 8431.641 8472.118 8512.727 8553.469 8594.343 8635.352 8676.493 8717.768 8759.177 8800.720
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Table 1b.

Vapor pressure of He3 (1962 Scale) in millimeters of mercury at 0 °C and standard gravity, 980.665 cm/sec2

T62, °k 0.000 0.001 0.002 0.003 0.004 0.005 0.006 0.007 0.008 0.009
1.000 8.842 8.884 8.926 8.968 9.010 9.053 9.095 9.138 9.181 9.224
1.010 9.267 9.310 9.353 9.397 9.440 9.484 9.528 9.572 9.616 9.660
1.020 9.704 9.749 9.794 9.839 9.884 9.929 9.974 10.019 10.065 10.110
1.030 10.156 10.202 10.248 10.294 10.341 10.387 10.434 10.481 10.528 10.575
1.040 10.622 10.669 10.717 10.765 10.812 10.860 10.908 10.957 11.005 11.054
1.050 11.102 11.151 11.200 11.249 11.298 11.348 11.397 11.447 11.497 11.547
1.060 11.597 11.647 11.698 11.748 11.799 11.850 11.901 11.952 12.003 12.055
1.070 12.106 12.158 12.210 12.262 12.314 12.367 12.419 12.472 12.525 12.577
1.080 12.631 12.684 12.737 12.791 12.845 12.898 12.952 13.007 13.061 13.115
1.090 13.170 13.225 13.280 13.335 13.390 13.446 13.501 13.557 13.613 13.669
1.100 13.725 13.781 13.838 13.894 13.951 14.008 14.065 14.123 14.180 14.238
1.110 14.295 14.353 14.411 14.469 14.528 14.586 14.645 14.704 14.763 14.822
1.120 14.881 14.941 15.001 15.060 15.120 15.180 15.241 15.301 15.362 15.423
1.130 15.484 15.545 15.606 15.667 15.729 15.791 15.853 15.915 15.977 16.039
1.140 16.102 16.165 16.227 16.291 16.354 16.417 16.481 16.544 16.608 16.672
1.150 16.737 16.801 16.865 16.930 16.995 17.060 17.125 17.191 17.256 17.322
1.160 17.388 17.454 17.520 17.586 17.653 17.720 17.787 17.854 17.921 17.988
1.170 18.056 18.124 18.192 18.260 18.328 18.396 18.465 18.534 18.603 18.672
1.180 18.741 18.810 18.880 18.950 19.020 19.090 19.160 19.231 19.301 19.372
1.190 19.443 19.514 19.586 19.657 19.729 19.801 19.873 19.945 20.018 20.090
1.200 20.163 20.236 20.309 20.382 20.456 20.529 20.603 20.677 20.751 20.826
1.210 20.900 20.975 21.050 21.125 21.200 21.275 21.351 21.427 21.503 21.579
1.220 21.655 21.732 21.808 21.885 21.962 22.039 22.117 22.194 22.272 22.350
1.230 22.428 22.507 22.585 22.664 22.743 22.822 22.901 22.980 23.060 23.140
1.240 23.220 23.300 23.380 23.460 23.541 23.622 23.703 23.784 23.866 23.947
1.250 24.029 24.111 24.193 24.276 24.358 24.441 24.524 24.607 24.690 24.774
1.260 24.857 24.941 25.025 25.110 25.194 25.279 25.363 25.448 25.534 25.619
1.270 25.704 25.790 25.876 25.962 26.049 26.135 26.222 26.309 26.396 26.483
1.280 26.571 26.658 26.746 26.834 26.922 27.01l 27.099 27.188 27.277 27.366
1.290 27.456 27.545 27.635 27.725 27.815 27.906 27.996 28.087 28.178 28.269
1.300 28.360 28.452 28.544 28.636 28.728 28.820 28.913 29.005 29.098 29.191
1.310 29.285 29.378 29.472 29.566 29.660 29.754 29.849 29.943 30.038 30.133
1.320 30.229 30.324 30.420 30.516 30.612 30.708 30.805 30.901 30.998 31.095
1.330 31.193 31.290 31.388 31.486 31.584 31.682 31.781 31.879 31.978 32.077
1.340 32.177 32.276 32.376 32.476 32.576 32.676 32.777 32.878 32.979 33.080
1.350 33.181 33.283 33.385 33.486 33.589 33.691 33.794 33.897 34.000 34.103
1.360 34.206 34.310 34.414 34.518 34.622 34.726 34.831 34.936 35.041 35.146
1.370 35.252 35.358 35.464 35.570 35.676 35.783 35.889 35.996 36.104 36.211
1.380 36.319 36.427 36.535 36.643 36.751 36.860 36.969 37.078 37.187 37.297
1.390 37.407 37.516 37.627 37.737 37.848 37.958 38.069 38.181 38.292 38.404
1.400 38.516 38.628 38.740 38.853 38.965 39.078 39.191 39.305 39.418 39.532
1.410 39.646 39.761 39.875 39.990 40.105 40.220 40.335 40.451 40.566 40.682
1.420 40.799 40.915 41.032 41.149 41.266 41.383 41.501 41.618 41.736 41.855
1.430 41.973 42.092 42.210 42.330 42.449 42.568 42.688 42.808 42.928 43.049
1.440 43.169 43.290 43.411 43.533 43.654 43.776 43.898 44.020 44.142 44.265
1.450 44.388 44.511 44.634 44.758 44.882 45.006 45.130 45.254 45.379 45.504
1.460 45.629 45.754 45.880 46.006 46.132 46.258 46.385 46.511 46.638 46.765
1.470 46.893 47.020 47.148 47.276 47.405 47.533 47.662 47.791 47.920 48.050
1.480 48.179 48.309 48.439 48.570 48.700 48.831 48.962 49.094 49.225 49.357
1.490 49.489 49.621 49.754 49.886 50.019 50.152 50.286 50.419 50.553 50.687
1.500 50.822 50.956 51.091 51.226 51.361 51.497 51.633 51.769 51.905 52.041
1.510 52.178 52.315 52.452 52.589 52.727 52.865 53.003 53.141 53.280 53.419
1.520 53.558 53.697 53.837 53.976 54.116 54.257 54.397 54.538 54.679 54.820
1.530 54.961 55.103 55.245 55.387 55.529 55.672 55.815 55.958 56.101 56.245
1.540 56.389 56.533 56.677 56.822 56.967 57.112 57.257 57.402 57.548 57.694
1.550 57.840 57.987 58.134 58.281 58.428 58.575 58.723 58.871 59.019 59.168
1.560 59.316 59.465 59.615 59.764 59.914 60.064 60.214 60.364 60.515 60.666
1.570 60.817 60.968 61.120 61.272 61.424 61.576 61.729 61.882 62.035 62.189
1.580 62.342 62.496 62.650 62.805 62.959 63.114 63.269 63.425 63.580 63.736
1.590 63.892 64.049 64.205 64.362 64.519 64.677 64.834 64.992 65.150 65.309
1.600 65.467 65.626 65.785 65.945 66.105 66.264 66.425 66.585 66.746 66.907
1.610 67.068 67.229 67.391 67.553 67.715 67.878 68.040 68.203 68.366 68.530
1.620 68.694 68.858 69.022 69.186 69.351 69.516 69.682 69.847 70.013 70.179
1.630 70.345 70.512 70.679 70.846 71.013 71.181 71.348 71.517 71.685 71.854
1.640 72.022 72.192 72.361 72.531 72.701 72.871 73.041 73.212 73.383 73.554
1.650 73.726 73.897 74.070 74.242 74.414 74.587 74.760 74.934 75.107 75.281
1.660 75.455 75.630 75.804 75.979 76.154 76.330 76.505 76.681 76.858 77.034
1.670 77.211 77.388 77.565 77.743 77.921 78.099 78.277 78.456 78.635 78.814
1.680 78.993 79.173 79.353 79.533 79.714 79.894 80.075 80.257 80.438 80.620
1.690 80.802 80.985 81.167 81.350 81.533 81.717 81.901 82.085 82.269 82.453
1.700 82.638 82.823 83.009 83.194 83.380 83.566 83.753 83.939 84.126 84.314
1.710 84.501 84.689 84.877 85.065 85.254 85.443 85.632 85.821 86.011 86.201
1.720 86.391 86.582 86.773 86.964 87.155 87.347 87.539 87.731 87.923 88.116
1.730 88.309 88.502 88.696 88.890 89.084 89.278 89.473 89.668 89.863 90.059
1.740 90.254 90.450 90.647 90.843 91.040 91.238 91.435 91.633 91.831 92.029
1.750 92.228 92.426 92.626 92.825 93.025 93.225 93.425 93.625 93.826 94.027
1.760 94.229 94.430 94.632 94.834 95.037 95.240 95.443 95.646 95.850 96.054
1.770 96.258 96.462 96.667 96.872 97.077 97.283 97.489 97.695 97.902 98.108
1.780 98.315 98.523 98.730 98.938 99.146 99.355 99.564 99.773 99.982 100.192
1.790 100.402 100.612 100.822 101.033 101.244 101.455 101.667 101.879 102.091 102.304
1.800 102.516 102.729 102.943 103.156 103.370 103.585 103.799 104.014 104.229 104.444
1.810 104.660 104.876 105.092 105.309 105.526 105.743 105.960 106.178 106.396 106.614
1.820 106.833 107.052 107.271 107.490 107.710 107.930 108.150 108.371 108.592 108.813
1.830 109.035 109.256 109.479 109.701 109.924 110.147 110.370 110.593 110.817 111.042
1.840 111.266 111.491 111.716 111.941 112.167 112.393 112.619 112.846 113.072 113.300
1.850 113.527 113.755 113.983 114.211 114.440 114.669 114.898 115.127 115.357 115.587
1.860 115.818 116.048 116.279 116.511 116.742 116.974 117.206 117.439 117.672 117.905
1.870 118.138 118.372 118.606 118.840 119.075 119.310 119.545 119.781 120.016 120.253
1.880 120.489 120.726 120.963 121.200 121.438 121.676 121.914 122.153 122.391 122.631
1.890 122.870 123.110 123.350 123.590 123.831 124.072 124.313 124.555 124.797 125.039
1.900 125.282 125.525 125.768 126.011 126.255 126.499 126.743 126.988 127.233 127.478
1.910 127.724 127.970 128.216 128.463 128.709 128.957 129.204 129.452 129.700 129.948
1.920 130.197 130.446 130.695 130.945 131.195 131.445 131.696 131.946 132.198 132.449
1.930 132.701 132.953 133.205 133.458 133.711 133.965 134.218 134.472 134.727 134.981
1.940 135.236 135.491 135.747 136.003 136.259 136.515 136.772 137.029 137.287 137.545
1.950 137.803 138.061 138.320 138.579 138.838 139.098 139.358 139.618 139.879 140.140
1.960 140.401 140 662 140.924 141.186 141.449 141.712 141.975 142.238 142.502 142.766
1.970 143.031 143.295 143.560 143.826 144.091 144.357 144.624 144.890 145.157 145.425
1.980 145.692 145.960 146.228 146.497 146.766 147.035 147.305 147.575 147.845 148.115
1.990 148.386 148.657 148.929 149.200 149.473 149.745 150.018 150.291 150.564 150.838
2.000 151.112 151.386 151.661 151.936 152.212 152.487 152.763 153.040 153.316 153.593
2.010 153.870 154.148 154.426 154.704 154.983 155.262 155.541 155.821 156.101 156.381
2.020 156.661 156.942 157.224 157.505 157.787 158.069 158.352 158.635 158.918 159.201
2.030 159.485 159.769 160.054 1G0.339 160.624 160.910 161.195 161.482 161.768 162.055
2.040 162.342 162.629 162.917 163.205 163.494 163.783 164.072 164.361 164.651 164.941
2.050 165.232 165.523 165.814 166.105 166.397 166.689 166.982 167.275 167.568 167.861
2.060 168.155 168.449 168.744 169.038 169.334 169.629 169.925 170.221 170.518 170.814
2.070 171.112 171.409 171.707 172.005 172.304 172.602 172.902 173.201 173.501 173.801
2.080 174.102 174.403 174.704 175.005 175.307 175.610 175.912 176.215 176.518 176.822
2.090 177.126 177.430 177.735 178.040 178.345 178.651 178.957 179.263 179.570 179.877
2.100 180.184 180.492 180.800 181.108 181.417 181.726 182.035 182.345 182.655 182.965
2.110 183.276 183.587 183.899 184.211 184.523 184.835 185.148 185.461 185.775 186.089
2.120 186.403 186.717 187.032 187.348 187.663 187.979 188.295 188.612 188.929 189.246
2.130 189.564 189.882 190.200 190.519 190.838 191.158 191.477 191.797 192.118 192.439
2.140 192.760 193.081 193.403 193.725 194.048 194.371 194.694 195.018 195.342 195.666
2.150 195.990 196.315 196.641 196.967 197.293 197.619 197.946 198.273 198.600 198.928
2,160 199.256 199.585 199.914 200.243 200.572 200.902 201.233 201.563 201.894 202.226
2.170 202.557 202.889 203.222 203.554 203.888 204.221 204.555 204.889 205.223 205.558
2,180 205.894 206.229 206.565 206.901 207.238 207.575 207.913 208.250 208.588 208.927
2.190 209.266 209.605 209.944 210.284 210.624 210.965 211.306 211.647 211.989 212.331
2.200 212.673 213.016 213.359 213.703 214.046 214.391 214.735 215.080 215.425 215.771
2.210 216.117 216.463 216.810 217.157 217.505 217.852 218.201 218.549 218.898 219.247
2.220 219.597 219.947 220.297 220.648 220.999 221.350 221.702 222.054 222.407 222.760
2.230 223.113 223.467 223.821 224.175 224.530 224.885 225.240 225.596 225.952 226.309
2.240 226.665 227.023 227.380 227.738 228.097 228.455 228.815 229.174 229.534 229.894
2.250 230.255 230.616 230.977 231.339 231.701 232.063 232.426 232.789 233.153 233.516
2.260 233.881 234.245 234.610 234.976 235.342 235.708 236.074 236.441 236.808 237.176
2.270 237.544 237.912 238.281 238.650 239.019 239.389 239.759 240.130 240.501 240.872
2.280 241.244 241.616 241.989 242.361 242.735 243.108 243.482 243.856 244.231 244.606
2.290 244.982 245.357 245.734 246.110 246.487 246.864 247.242 247.620 247.999 248.378
2.300 248.757 249.136 249.516 249.897 250.277 250.658 251.040 251.422 251.804 252.187
2.310 252.570 252.953 253.337 253.721 254.105 254.490 254.876 255.261 255.647 256.034
2.320 256.420 256.808 257.195 257.583 257.971 258.360 258.749 259.139 259.528 259.919
2.330 260.309 260.700 261.092 261.483 261.876 262.268 262.661 263.054 263.448 263.842
2.340 264.236 264.631 265.026 265.422 265.818 266.214 266.611 267.008 267.406 267.804
2.350 268.202 268.601 269.000 269.399 269.799 270.199 270.600 271.001 271.402 271.804
2.360 272.206 272.609 273.012 273.415 273.819 274.223 274.627 275.032 275.437 275.843
2.370 276.249 276.656 277.062 277.470 277.877 278.285 278.694 279.103 279.512 279.921
2.380 280.331 280.742 281.152 281.563 281.975 282.387 282.799 283.212 283.625 284.039
2.390 284.452 284.867 285.281 285.696 286.112 286.528 286.944 287.361 287.778 288.195
2.400 288.613 289.031 289.450 289.869 290.288 290.708 291.128 291.549 291.970 292.391
2.410 292.813 293.235 293.658 294.081 294.504 294.928 295.352 295.777 296.202 296.627
2.420 297.053 297.479 297.906 298.333 298.760 299.188 299.616 300.045 300.474 300.903
2.430 301.333 301.763 302.194 302.625 303.056 303.488 303.920 304.353 304.786 305.219
2.440 305.653 306.087 306.522 306.957 307.392 307.828 308.264 308.701 309.138 309.575
2.450 310.013 310.451 310.890 311.329 311.768 312.208 312.648 313.089 313.530 313.972
2.460 314.414 314.856 315.299 315.742 316.185 316.629 317.074 317.518 317.963 318.409
2.470 318.855 319.301 319.748 320.195 320.643 321.091 321.539 321.988 322.438 322.887
2.480 323.337 323.788 324.239 324.690 325.142 325.594 326.046 326.499 326.953 327.406
2.490 327.861 328.315 328.770 329.226 329.681 330.138 330.594 331.051 331.509 331.967
2.500 332.425 332.884 333.343 333.803 334.263 334.723 335.184 335.645 336.107 336.569
2.510 337.031 337.494 337.957 338.421 338.885 339.350 339.815 340.280 340.746 341.212
2.520 341.679 342.146 342.613 343.081 343.550 344.018 344.487 344.957 345.427 345.897
2.530 346.368 346.840 347.311 347.783 348.256 348.729 349.202 349.676 350.150 350.625
2.540 351.100 351.575 352.051 352.527 353.004 353.481 353.959 354.437 354.915 355.394
2.550 355.874 356.353 356.833 357.314 357.795 358.276 358.758 359.240 359.723 360.206
2.560 360.690 361.174 361.658 362.143 362.628 363.114 363.600 364.086 364.573 365.061
2.570 365.549 366.037 366.526 367.015 367.504 367.994 368.484 368.975 369.466 369.958
2.580 370.450 370.943 371.436 371.929 372.423 372.917 373.412 373.907 374.403 374.899
2.590 375.395 375.892 376.389 376.887 377.385 377.884 378.383 378.882 379.382 379.882
2.600 380.383 380.884 381.386 381.888 382.390 382.893 383.396 383.900 384.404 384.909
2.610 385.414 385.920 386.426 386.932 387.439 387.946 388.454 388.962 389.471 389.980
2.620 390.489 390.999 391.510 392.020 392.532 393.043 393.555 394.068 394.581 395.094
2.630 395.608 396.122 396.637 397.152 397.668 398.184 398.701 399.218 399.735 400.253
2.640 400.771 401.290 401.809 402.329 402.849 403.369 403.890 404.412 404.933 405.456
2.650 405.978 406.502 407.025 407.549 408.074 408.599 409.124 409.650 410.176 410.703
2.660 411.230 411.758 412.286 412.814 413.343 413.873 414.403 414.933 415.464 415.995
2.670 416.526 417.059 417.591 418.124 418.658 419.192 419.726 420.261 420.796 421.332
2.680 421.868 422.404 422.942 423.479 424.017 424.555 425.094 425.634 426.173 426.714
2.690 427.254 427.795 428.337 428.879 429.422 429.965 430.508 431.052 431.596 432.141
2.700 432.686 433.232 433.778 434.325 434.872 435.419 435.967 436.516 437.064 437.614
2.710 438.164 438.714 439.265 439.816 440.367 440.919 441.472 442.025 442.578 443.132
2.720 443.687 444.242 444.797 445.353 445.909 446.466 447.023 447.580 448.138 448.697
2.730 449.256 449.816 450.375 450.936 451.497 452.058 452.620 453.182 453.745 454.308
2.740 454.872 455.436 456.000 456.565 457.131 457.697 458.263 458.830 459.379 459.965
2.750 460.534 461.102 461.671 462.241 462.811 463.382 463.953 464.525 465.097 465.669
2.760 466.242 466.816 467.390 467.964 468.539 469.114 469.690 470.266 470.843 471.420
2.770 471.998 472.576 473.155 473.734 474.313 474.893 475.474 476.055 476.636 477.218
2.780 477.801 478.384 478.967 479.551 480.135 480.720 481.305 481.891 482.477 483.064
2.790 483.651 484.239 484.827 485.415 486.004 486.594 487.184 487.774 488.365 488.957
2.800 489.549 490.141 490.734 491.327 491.921 492.516 493.110 493.706 494.302 494.898
2.810 495.495 496.092 496.689 497.288 497.886 498.486 499.085 499.685 500.286 500.887
2.820 501.488 502.091 502.693 503.296 503.900 504.504 505.108 505.713 506.318 506.924
2.830 507.531 508.138 508.745 509.353 509.961 510.570 511.180 511.789 512.400 513.010
2.840 513.622 514.234 514.846 515.459 516.072 516.686 517.300 517.915 518.530 519.145
2.850 519.762 520.378 520.996 521.613 522.231 522.850 523.469 524.089 524.709 525.330
2.860 525.951 526.572 527.194 527.817 528.440 529.064 529.688 530.312 530.937 531.563
2.870 532.189 532.816 533.443 534.070 534.698 535.327 535.956 536.585 537.216 537.846
2.880 538.477 539.109 539.741 540.373 541.006 541.640 542.274 542.909 543.544 544.179
2.890 544.815 545.452 546.089 546.726 547.364 548.003 548.642 549.282 549.922 550.562
2.900 551.203 551.845 552.487 553.130 553.773 554.416 555.061 555.705 556.350 556.996
2.910 557.642 558.289 558.936 559.584 560.232 560.880 561.530 562.179 562.830 563.480
2.920 564.131 564.783 565.435 566.088 566.742 567.395 568.050 568.704 569.360 570.016
2.930 570.672 571.329 571.986 572.644 573.302 573.961 574.621 575.281 575.941 576.602
2.940 577.264 577.926 578.588 579.251 579.915 580.579 581.243 581.909 582.574 583.240
2.950 583.907 584.574 585.242 585.910 586.579 587.248 587.918 588.588 589.259 589.930
2.960 590.602 591.275 591.947 592.621 593.295 593.969 594.644 595.320 595.996 596.672
2.970 597.349 598.027 598.705 599.384 600.063 600.743 601.423 602.104 602.785 603.467
2.980 604.149 604.832 605.515 606.199 606.884 607.569 608.254 608.940 609.627 610.314
2.990 611.002 611.690 612.379 613.068 613.758 614.448 615.139 615.830 616.522 617.214
3.000 617.907 618.601 619.295 619.989 620.684 621.380 622.076 622.773 623.470 624.168
3.010 624.866 625.565 626.264 626.964 627.665 628.366 629.067 629.769 630.472 631.175
3.020 631.879 632.583 633.288 633.993 634.699 635.405 636.112 636.820 637.528 638.236
3.030 638.945 639.655 640.365 641.076 641.787 642.499 643.211 643.924 644.638 645.351
3.040 646.066 646.781 647.497 648.213 648.930 649.647 650.365 651.083 651.802 652.521
3.050 653.241 653.962 654.683 655.405 656.127 656.850 657.573 658.297 659.021 659.746
3.060 660.472 661.198 661.924 662.652 663.379 664.108 664.836 665.566 666.296 667.026
3.070 667.757 668.489 669.221 669.954 670.687 671.421 672.155 672.890 673.626 674.362
3,080 675.098 675, 836 676, 573 677.312 678.051 678.790 679.530 680.271 681.012 681.753
3.090 682.496 683.238 683.982 684.726 685.470 686.215 686.961 687.707 688.454 689.201
3.100 689.949 690.697 691.446 692.196 692.946 693.697 694.448 695.200 695.952 696.705
3.110 697.459 698.213 698.968 699.723 700.479 701.235 701.992 702.750 703.508 704.267
3.120 705.026 705.786 706.546 707.307 708.069 708.831 709.594 710.357 711.121 711.885
3.130 712.650 713.416 714.182 714.949 715.716 716.484 717.252 718.021 718.791 719.561
3.140 720.332 721.104 721.875 722.648 723.421 724.195 724.969 725.744 726.520 727.296
3.150 728.072 728.849 729.627 730.406 731.184 731.964 732.744 733.525 734.306 735.088
3.160 735.871 736.654 737.437 738.222 739.006 739.792 740.578 741.364 742.152 742.939
3.170 743.728 744.517 745.306 746.097 746.887 747.679 748.471 749.263 750.056 750.850
3.180 751.644 752.439 753.235 754.031 754.828 755.625 756.423 757.221 758.020 758.820
3.190 759.620 760.421 761.223 762.025 762.828 763.631 764.435 765.239 766.044 766.850
3.200 767.656 768.463 769.271 770.079 770.888 771.697 772.507 773.317 774.129 774.940
3.210 775.753 776.566 777.379 778.193 779.008 779.824 780.640 781.456 782.274 783.091
3.220 783.910 784.729 785.549 786.369 787.190 788.01l 788.833 789.656 790.480 791.304
3.230 792.138 792.953 793.779 794.606 795.433 796.260 797.089 797.918 798.747 799.577
3.240 800.408 801.240 802.072 802.904 803.738 804.571 805.406 806.241 807.077 807.913
3.250 808.750 809.588 810.426 811.265 812.104 812.945 813.785 814.627 815.469 816.311
3.260 817.155 817.999 818.843 819.688 820.534 821.380 822.228 823.075 823.923 824.772
3.270 825.622 826.472 827.323 828.175 829.027 829.879 830.733 831.587 832.442 833 297
3.280 834.153 835.009 835.867 836.724 837.583 838.442 839.302 840.162 841.023 841.885
3.290 842.747 843.610 844.474 845.388 846.203 847.069 847.935 848.802 849.669 850.537
3.300 851.406 852.276 853.146 854.016 854.888 855.760 856.632 857.506 858.380 859.254
3.310 860.130 861.006 861.882 862.759 863.637 864.516 865.395 866.275 867.155 868.037
3.320 868.918 869.801 870.684 871.568 872.452 873.337
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Tables 2a and 2b are inverted tables giving the temperature as a function of the vapor pressure of He3. The entries were evaluated by solving eq (1) implicitly by a process of successive iterations. The convergence criterion was set at 0.01 mdeg after which the entries were rounded to the nearest 0.1 mdeg (a 5 was always rounded up). Thus tables 1 and 2 should never show more than a 0.1 mdeg deviation from one another.

Table 2a.

T62 He3 temperatures in °K as a function of vapor pressure, P, in microns (10−3 mm) of mercury at 0 °C and standard gravity, 980.665 cm/sec2

P 0 1 2 3 4 5 6 7 8 9
0. 01 0.1974 13 1987 12 1999 11 2010 10 2020 10 2030 9 2039 9 2048 8 2056 7 2063 8
.02 .2071 7 2078 7 2085 6 2091 7 2098 6 2104 6 2110 5 2115 6 2121 5 2126 5
.03 .2131 6 2137 4 2141 5 2146 5 2151 4 2155 5 2160 4 2164 4 2168 4 2172 4
.04 .2176 4 2180 4 2184 4 2188 4 2192 3 2195 4 2199 3 2202 4 2206 3 2209 4
.05 .2213 3 2216 3 2219 3 2222 3 2225 3 2228 3 2231 3 2234 3 2237 3 2240 3
.06 .2243 3 2246 2 2248 3 2251 3 2254 3 2257 2 2259 3 2262 2 2264 3 2267 2
.07 .2269 3 2272 2 2274 2 2276 3 2279 2 2281 2 2283 3 2286 2 2288 2 2290 2
.08 .2292 3 2295 2 2297 2 2299 2 2301 2 2303 2 2305 2 2307 2 2309 2 2311 2
.09 .2313 2 2315 2 2317 2 2319 2 2321 2 2323 2 2325 2 2327 1 2328 2 2330 2
.10 .2332 18 2350 16 2366 15 2381 14 2395 13 2408 12 2420 12 2432 11 2443 11 2454 10
.20 . 2464 10 2474 9 2483 9 2492 9 2501 8 2509 9 2518 8 2526 7 2533 8 2541 7
.30 .2548 7 2555 7 2562 6 2568 7 2575 6 2581 6 2587 6 2593 6 2599 6 2605 5
.40 .2610 6 2616 5 2621 5 2626 6 2632 5 2637 5 2642 5 2647 4 2651 5 2656 5
.50 .2661 4 2665 5 2670 4 2674 5 2679 4 2683 4 2687 4 2691 4 2695 4 2699 4
.60 .2703 4 2707 4 2711 4 2715 4 2719 3 2722 4 2726 4 2730 3 2733 4 2737 3
.70 .2740 4 2744 3 2747 3 2750 4 2754 3 2757 3 2760 4 2764 3 2767 3 2770 3
.80 .2773 3 2776 3 2779 3 2782 3 2785 3 2788 3 2791 3 2794 3 2797 3 2800 3
.90 .2803 2 2805 3 2808 3 2811 3 2814 2 2816 3 2819 3 2822 2 2824 3 2827 2
1 .2829 25 2854 23 2877 21 2898 20 2918 19 2937 18 2955 17 2972 16 2988 16 3004 14
2 .3018 14 3032 14 3046 13 3059 13 3072 12 3084 12 3096 11 3107 11 3118 11 3129 11
3 .3140 10 3150 10 3160 9 3169 10 3179 9 3188 9 3197 9 3206 8 3214 9 3223 8
4 .3231 8 3239 8 3247 8 3255 7 3262 8 3270 7 3277 7 3284 8 3292 7 3299 6
5 .3305 7 3312 7 3319 6 3325 7 3332 6 3338 6 3344 6 3350 6 3356 6 3362 6
6 .3368 6 3374 6 3380 6 3386 5 3391 6 3397 5 3402 6 3408 5 3413 5 3418 5
7 .3423 5 3428 6 3434 5 3439 4 3443 5 3448 5 3453 5 3458 5 3463 5 3468 4
8 .3472 5 3477 4 3481 5 3486 4 3490 5 3495 4 3499 5 3504 4 3508 4 3512 4
9 .3516 5 3521 4 3525 4 3529 4 3533 4 3537 4 3541 4 3545 4 3549 4 3553 4
10 .3557 37 3594 34 3628 33 3661 30 3691 29 3720 27 3747 26 3773 24 3797 24 3821 23
20 .3844 21 3865 21 3886 21 3907 19 3926 19 3945 18 3963 18 3981 17 3998 17 4015 16
30 .4031 16 4047 15 4062 15 4077 15 4092 15 4107 14 4121 13 4134 14 4148 13 4161 13
40 .4174 13 4187 12 4199 12 4211 12 4223 12 4235 11 4246 12 4258 11 4269 11 4280 11
50 .4291 10 4301 11 4312 10 4322 10 4332 10 4342 10 4352 10 4362 10 4372 9 4381 10
60 .4391 9 4400 9 4409 9 4418 9 4427 9 4436 8 4444 9 4453 8 4461 9 4470 8
70 .4478 8 4486 9 4495 8 4503 7 4510 8 4518 8 4526 8 4534 7 4541 8 4549 7
80 .4556 8 4564 7 4571 7 4578 8 4586 7 4593 7 4600 7 4607 7 4614 7 4621 7
90 .4628 6 4634 7 4641 7 4648 6 4654 7 4661 6 4667 7 4674 6 4680 6 4686 7
Open in a new tab

Table 2b.

T62 He3 temperatures in °K as a function of vapor pressure, P, in millimeters of mercury at 0 °C and standard gravity, 980.665 cm/sec2

P 0 1 2 3 4 5 6 7 8 9
0.1 0.4693 60 4753 56 4809 53 4862 50 4912 47 4959 44 5003 43 5046 41 5087 39 5126 37
.2 .5163 37 5200 34 5234 34 5268 33 5301 31 5332 31 5363 30 5393 29 5422 28 5450 27
.3 . 5477 27 5504 26 5530 26 5556 24 5580 25 5605 24 5629 23 5652 23 5675 23 5698 22
.4 .5720 21 5741 22 5763 20 5783 21 5804 20 5824 20 5844 19 5863 20 5883 19 5902 18
.5 .5920 19 5939 18 5957 18 5975 17 5992 18 6010 17 6027 17 6044 16 6060 17 6077 16
.6 .6093 16 6109 16 6125 16 6141 15 6156 16 6172 15 6187 15 6202 14 6216 15 6231 15
.7 .6246 14 6260 14 6274 14 6288 14 6302 14 6316 14 6330 13 6343 14 6357 13 6370 13
.8 .6383 13 6396 13 6409 13 6422 12 6434 13 6447 12 6459 13 6472 12 6484 12 6496 12
.9 .6508 12 6520 12 6532 12 6544 12 6556 11 6567 12 6579 11 6590 11 6601 12 6613 11
1.0 .6624 11 6635 11 6646 11 6657 11 6668 10 6678 11 6689 11 6700 10 6710 11 6721 10
1.1 .6731 11 6742 10 6752 10 6762 10 6772 10 6782 10 6792 10 6802 10 6812 10 6822 10
1.2 .6832 10 6842 9 6851 10 6861 9 6870 10 6880 9 6889 10 6899 9 6908 9 6917 9
1.3 .6926 10 6936 9 6945 9 6954 9 6963 9 6972 9 6981 9 6990 8 6998 9 7007 9
1.4 .7016 9 7025 8 7033 9 7042 9 7051 8 7059 9 7068 8 7076 8 7084 9 7093 8
1.5 .7101 8 7109 9 7118 8 7126 8 7134 8 7142 8 7150 8 7158 8 7166 8 7174 8
1.6 .7182 8 7190 8 7198 8 7206 7 7213 8 7221 8 7229 8 7237 7 7244 8 7252 8
1.7 .7260 7 7267 8 7275 7 7282 8 7290 7 7297 8 7305 7 7312 7 7319 8 7327 7
1.8 .7334 7 7341 7 7348 8 7356 7 7363 7 7370 7 7377 7 7384 7 7391 7 7398 7
1.9 .7405 7 7412 7 7419 7 7426 7 7433 7 7440 7 7447 7 7454 6 7460 7 7467 7
2.0 .7474 7 7481 7 7488 6 7494 7 7501 7 7508 6 7514 7 7521 6 7527 7 7534 6
2.1 .7540 7 7547 6 7553 7 7560 6 7566 7 7573 6 7579 7 7586 6 7592 6 7598 7
2.2 .7605 6 7611 6 7617 6 7623 7 7630 6 7636 6 7642 6 7648 6 7654 7 7661 6
2.3 .7667 6 7673 6 7679 6 7685 6 7691 6 7697 6 7703 6 7709 6 7715 6 7721 6
2.4 .7727 6 7733 6 7739 6 7745 5 7750 6 7756 6 7762 6 7768 6 7774 6 7780 5
2.5 .7785 6 7791 6 7797 6 7803 5 7808 6 7814 6 7820 5 7825 6 7831 6 7837 5
2.6 .7842 6 7848 5 7853 6 7859 5 7864 6 7870 6 7876 5 7881 6 7887 5 7892 5
2.7 .7897 6 7903 5 7908 6 7914 5 7919 6 7925 5 7930 5 7935 6 7941 5 7946 5
2.8 .7951 6 7957 5 7962 5 7967 6 7973 5 7978 5 7983 5 7988 6 7994 5 7999 5
2.9 .8004 5 8009 5 8014 5 8019 6 8025 5 8030 5 8035 5 8040 5 8045 5 8050 5
3 0. 8055 50 8105 49 8154 48 8202 47 8249 46 8295 45 8340 44 8384 43 8427 43 8470 42
4 .8512 41 8553 40 8593 40 8633 39 8672 38 8710 38 8748 38 8786 36 8822 37 8859 35
5 .8894 36 8930 34 8964 35 8999 33 9032 34 9066 33 9099 32 9131 33 9164 31 9195 32
6 .9227 31 9258 31 9289 30 9319 30 9349 30 9379 29 9408 29 9437 29 9466 29 9495 28
7 .9523 28 9551 28 9579 27 9606 27 9633 27 9660 27 9687 26 9713 27 9740 26 9766 25
8 .9791 26 9817 25 9842 25 9867 25 9892 25 9917 24 9941 25 9966 24 9990 24 0014 24
9 1. 0038 23 0061 24 0085 23 0108 23 0131 23 0154 22 0176 23 0199 22 0221 23 0244 22
10 1. 0266 22 0288 22 0310 21 0331 22 0353 21 0374 21 0395 21 0416 21 0437 21 0458 21
11 1. 0479 21 0500 20 0520 20 0540 21 0561 20 0581 20 0601 19 0620 20 0640 20 0660 19
12 1. 0679 20 0699 19 0718 19 0737 19 0756 19 0775 19 0794 19 0813 19 0832 18 0850 19
13 1. 0869 18 0887 18 0905 19 0924 18 0942 18 0960 18 0978 18 0996 17 1013 18 1031 18
14 1.1049 17 1066 17 1083 18 1101 17 1118 17 1135 17 1152 17 1169 17 1186 17 1203 17
15 1.1220 17 1237 16 1253 17 1270 16 1286 17 1303 16 1319 16 1335 17 1352 16 1368 16
16 1.1384 16 1400 16 1416 16 1432 15 1447 16 1463 16 1479 15 1494 16 1510 15 1525 16
17 1.1541 15 1556 15 1571 16 1587 15 1602 15 1617 15 1632 15 1647 15 1662 15 1677 15
18 1.1692 15 1707 14 1721 15 1736 15 1751 14 1765 15 1780 14 1794 15 1809 14 1823 14
19 1.1837 14 1851 15 1866 14 1880 14 1894 14 1908 14 1922 14 1936 14 1950 14 1964 14
20 1.1978 13 1991 14 2005 14 2019 13 2032 14 2046 14 2060 13 2073 14 2087 13 2100 13
21 1. 2113 14 2127 13 2140 13 2153 13 2166 14 2180 13 2193 13 2206 13 2219 13 2232 13
22 1. 2245 13 2258 13 2271 13 2284 12 2296 13 2309 13 2322 13 2335 12 2347 13 2360 13
23 1. 2373 12 2385 13 2398 12 2410 13 2423 12 2435 12 2447 13 2460 12 2472 12 2484 12
24 1. 2496 13 2509 12 2521 12 2533 12 2545 12 2557 12 2569 12 2581 12 2593 12 2605 12
25 1. 2617 12 2629 12 2641 12 2653 11 2664 12 2676 12 2688 12 2700 11 2711 12 2723 11
26 1. 2734 12 2746 12 2758 11 2769 12 2781 11 2792 11 2803 12 2815 11 2826 12 2838 11
27 1. 2849 11 2860 11 2871 12 2883 11 2894 11 2905 11 2916 11 2927 11 2938 11 2949 11
28 1. 2960 11 2971 11 2982 11 2993 11 3004 11 3015 11 3026 11 3037 11 3048 11 3059 10
29 1. 3069 11 3080 11 3091 11 3102 10 3112 11 3123 11 3134 10 3144 11 3155 10 3165 11
30 1. 3176 11 3187 10 3197 10 3207 11 3218 10 3228 11 3239 10 3249 11 3260 10 3270 10
31 1. 3280 10 3290 11 3301 10 3311 10 3321 10 3331 11 3342 10 3352 10 3362 10 3372 10
32 1. 3382 10 3392 10 3402 10 3412 10 3422 10 3432 10 3442 10 3452 10 3462 10 3472 10
33 1. 3482 10 3492 10 3502 10 3512 10 3522 9 3531 10 3541 10 3551 10 3561 9 3570 10
34 1. 3580 10 3590 9 3599 10 3609 10 3619 9 3628 10 3638 9 3647 10 3657 10 3667 9
35 1. 3676 10 3686 9 3695 10 3705 9 3714 9 3723 10 3733 9 3742 10 3752 9 3761 9
36 1. 3770 10 3780 9 3789 9 3798 10 3808 9 3817 9 3826 9 3835 9 3844 10 3854 9
37 1. 3863 9 3872 9 3881 9 3890 9 3899 10 3909 9 3918 9 3927 9 3936 9 3945 9
38 1. 3954 9 3963 9 3972 9 3981 9 3990 9 3999 9 4008 8 4016 9 4025 9 4034 9
39 1. 4043 9 4052 9 4061 9 4070 8 4078 9 4087 9 4096 9 4105 8 4113 9 4122 9
40 1. 4131 9 4140 8 4148 9 4157 9 4166 8 4174 9 4183 9 4192 8 4200 9 4209 8
41 1. 4217 9 4226 8 4234 9 4243 8 4251 9 4260 8 4268 9 4277 8 4285 9 4294 8
42 1. 4302 9 4311 8 4319 9 4328 8 4336 8 4344 9 4353 8 4361 8 4369 9 4378 8
43 1. 4386 8 4394 9 4403 8 4411 8 4419 8 4427 9 4436 8 4444 8 4452 8 4460 8
44 1. 4468 9 4477 8 4485 8 4493 8 4501 8 4509 8 4517 8 4525 8 4533 8 4541 9
45 1. 4550 8 4558 8 4566 8 4574 8 4582 8 4590 8 4598 8 4606 8 4614 8 4622 8
46 1. 4630 7 4637 8 4645 8 4653 8 4661 8 4669 8 4677 8 4685 8 4693 8 4701 7
47 1. 4708 8 4716 8 4724 8 4732 8 4740 7 4747 8 4755 8 4763 8 4771 7 4778 8
48 1.4786 8 4794 8 4802 7 4809 8 4817 8 4825 7 4832 8 4840 8 4848 7 4855 8
49 1. 4863 7 4870 8 4878 8 4886 7 4893 8 4901 7 4908 8 4916 8 4924 7 4931 8
50 1.4939 74 5013 74 5087 73 5160 72 5232 71 5303 70 5373 69 5442 69 5511 68 5579 67
60 1. 5646 66 5712 66 5778 65 5843 64 5907 64 5971 62 6033 63 6096 62 6158 61 6219 60
70 1. 6279 60 6339 60 6399 59 6458 58 6516 58 6574 57 6631 57 6688 56 6744 56 6800 56
80 1. 6856 55 6911 54 6965 55 7020 53 7073 54 7127 52 7179 53 7232 52 7284 52 7336 51
90 1. 7387 51 7438 51 7489 50 7539 50 7589 49 7638 49 7687 49 7736 49 7785 48 7833 48
100 1. 7881 47 7928 48 7976 47 8023 46 8069 47 8116 46 8162 46 8208 45 8253 45 8298 45
110 1. 8343 45 8388 45 8433 44 8477 44 8521 43 8564 44 8608 43 8651 43 8694 43 8737 42
120 1. 8779 43 8822 42 8864 41 8905 42 8947 41 8988 42 9030 41 9071 40 9111 41 9152 40
130 1.9192 40 9232 40 9272 40 9312 39 9351 40 9391 39 9430 39 9469 39 9508 38 9546 39
140 1. 9585 38 9623 38 9661 38 9699 38 9737 37 9774 38 9812 37 9849 37 9886 37 9923 36
150 1.9959 37 9996 36 0032 37 0069 36 0105 36 0141 35 0176 36 0212 36 0248 35 0283 35
160 2. 0318 35 0353 35 0388 35 0423 35 0458 34 0492 34 0526 35 0561 34 0595 34 0629 34
170 2. 0663 33 0696 34 0730 33 0763 34 0797 33 0830 33 0863 33 0896 33 0929 32 0961 33
180 2. 0994 33 1027 32 1059 32 1091 32 1123 32 1155 32 1187 32 1219 32 1251 31 1282 32
190 2.1314 31 1345 31 1376 32 1408 31 1439 30 1469 31 1500 31 1531 31 1562 30 1592 31
200 2.1623 30 1653 30 1683 30 1713 30 1743 30 1773 30 1803 30 1833 30 1863 29 1892 30
210 2.1922 29 1951 29 1980 30 2010 29 2039 29 2068 29 2097 29 2126 28 2154 29 2183 29
220 2. 2212 28 2240 28 2268 29 2297 28 2325 28 2353 28 2381 28 2409 28 2437 28 2465 28
230 2. 2493 28 2521 27 2548 28 2576 27 2603 28 2631 27 2658 27 2685 27 2712 28 2740 27
240 2.2767 26 2793 27 2820 27 2847 27 2874 27 2901 26 2927 27 2954 26 2980 26 3006 27
250 2.3033 26 3059 26 3085 26 3111 26 3137 26 3163 26 3189 26 3215 26 3241 25 3266 26
260 2.3292 26 3318 25 3343 26 3369 25 3394 25 3419 26 3445 25 3470 25 3495 25 3520 25
270 2.3545 25 3570 25 3595 25 3620 25 3645 24 3669 25 3694 24 3718 25 3743 25 3768 24
280 2.3792 24 3816 25 3841 24 3865 24 3889 24 3913 24 3937 24 3961 24 3985 24 4009 24
290 2.4033 24 4057 24 4081 23 4104 24 4128 24 4152 23 4175 24 4199 23 4222 24 4246 23
300 2.4269 23 4292 24 4316 23 4339 23 4362 23 4385 23 4408 23 4431 23 4454 23 4477 23
310 2.4500 23 4523 22 4545 23 4568 23 4591 22 4613 23 4636 22 4658 23 4681 22 4703 23
320 2.4726 22 4748 22 4770 23 4793 22 4815 22 4837 22 4859 22 4881 22 4903 22 4925 22
330 2.4947 22 4969 22 4991 22 5013 21 5034 22 5056 22 5078 21 5099 22 5121 22 5143 21
340 2.5164 21 5185 22 5207 21 5228 22 5250 21 5271 21 5292 21 5313 22 5335 21 5356 21
350 2. 5377 21 5398 21 5419 21 5440 21 5461 21 5482 21 5503 21 5524 20 5544 21 5565 21
360 2.5586 20 5606 21 5627 21 5648 20 5668 21 5689 20 5709 21 5730 20 5750 21 5771 20
370 2. 5791 20 5811 20 5831 21 5852 20 5872 20 5892 20 5912 20 5932 20 5952 20 5972 20
380 2. 5992 20 6012 20 6032 20 6052 20 6072 20 6092 20 6112 19 6131 20 6151 20 6171 19
390 2.6190 20 6210 20 6230 19 6249 20 6269 19 6288 20 6308 19 6327 19 6346 20 6366 19
400 2.6385 19 6404 20 6424 19 6443 19 6462 19 6481 19 6500 20 6520 19 6539 19 6558 19
410 2. 6577 19 6596 19 6615 19 6634 18 6652 19 6671 19 6690 19 6709 19 6728 18 6746 19
420 2. 6765 19 6784 18 6802 19 6821 19 6840 18 6858 19 6877 18 6895 19 6914 18 6932 19
430 2. 6951 18 6969 18 6987 19 7006 18 7024 18 7042 19 7061 18 7079 18 7097 18 7115 18
440 2. 7133 18 7151 19 7170 18 7188 18 7206 18 7224 18 7242 18 7260 18 7278 17 7295 18
450 2.7313 18 7331 18 7349 18 7387 18 7385 17 7402 18 7420 18 7438 17 7455 18 7473 18
460 2.7491 17 7508 18 7526 17 7543 18 7561 17 7578 18 7596 17 7613 18 7631 17 7648 17
470 2. 7665 18 7683 17 7700 17 7717 18 7735 17 7752 17 7769 17 7786 17 7803 18 7821 17
480 2. 7838 17 7855 17 7872 17 7889 17 7906 17 7923 17 7940 17 7957 17 7974 17 7991 17
490 2. 8008 17 8025 16 8041 17 8058 17 8075 17 8092 16 8108 17 8125 17 8142 17 8159 16
500 2. 8175 17 8192 17 8209 16 8225 17 8242 16 8258 17 8275 16 8291 17 8308 16 8324 17
510 2. 8341 16 8357 16 8373 17 8390 16 8406 17 8423 16 8439 16 8455 16 8471 17 8488 16
520 2. 8504 16 8520 16 8536 16 8552 17 8569 16 8585 16 8601 16 8617 16 8633 16 8649 16
530 2. 8665 16 8681 16 8697 16 8713 16 8729 16 8745 16 8761 16 8777 15 8792 16 8808 16
540 2. 8824 16 8840 16 8856 15 8871 16 8887 16 8903 16 8919 15 8934 16 8950 16 8966 15
550 2. 8981 16 8997 15 9012 16 9028 16 9044 15 9059 16 9075 15 9090 16 9106 15 9121 15
560 2. 9136 16 9152 15 9167 16 9183 15 9198 15 9213 16 9229 15 9244 15 9259 16 9275 15
570 2. 9290 15 9305 15 9320 15 9335 16 9531 15 9366 15 9381 15 9396 15 9411 15 9426 15
580 2. 9441 15 9456 15 9471 15 9486 15 9501 15 9516 15 9531 15 9546 15 9561 15 9576 15
590 2. 9591 15 9606 15 9621 15 9636 14 9650 15 9665 15 9680 15 9695 15 9710 14 9724 15
600 2. 9739 15 9754 15 9769 14 9783 15 9798 14 9812 15 9827 15 9842 14 9856 15 9871 14
610 2. 9885 15 9900 15 9915 14 9929 15 9944 14 9958 14 9972 15 9987 14 0001 15 0016 14
620 3. 0030 15 0045 14 0059 14 0073 15 0088 14 0102 14 0116 15 0131 14 0145 14 0159 14
630 3. 0173 15 0188 14 0202 14 0216 14 0230 14 0244 14 0258 15 0273 14 0287 14 0301 14
640 3. 0315 14 0329 14 0343 14 0357 14 0371 14 0385 14 0399 14 0413 14 0427 14 0441 14
650 3. 0455 14 0469 14 0483 14 0497 14 0511 13 0524 14 0538 14 0552 14 0566 14 0580 14
660 3. 0594 13 0607 14 0621 14 0635 14 0649 13 0662 14 0676 14 0690 13 0703 14 0717 14
670 3. 0731 13 0744 14 0758 14 0772 13 0785 14 0799 13 0812 14 0826 13 0839 14 0853 13
680 3.0866 14 0880 13 0893 14 0907 13 0920 14 0934 13 0947 14 0961 13 0974 13 0987 14
690 3.1001 13 1014 13 1027 14 1041 13 1054 13 1067 14 1081 13 1094 13 1107 13 1120 14
700 3.1134 13 1147 13 1160 13 1173 14 1187 13 1200 13 1213 13 1226 13 1239 13 1252 13
710 3.1265 13 1278 14 1292 13 1305 13 1318 13 1331 13 1344 13 1357 13 1370 13 1383 13
720 3.1396 13 1409 13 1422 13 1435 13 1448 12 1460 13 1473 13 1486 13 1499 13 1512 13
730 3.1525 13 1538 12 1550 13 1563 13 1576 13 1589 13 1602 12 1614 13 1627 13 1640 13
740 3.1653 12 1665 13 1678 13 1691 12 1703 13 1716 13 1729 12 1741 13 1754 13 1767 12
750 3.1779 13 1792 12 1804 13 1817 13 1830 12 1842 13 1855 12 1867 13 1880 12 1892 13
760 3.1905 12 1917 13 1930 12 1942 13 1955 12 1967 12 1979 13 1992 12 2004 13 2017 12
770 3. 2029 12 2041 13 2054 12 2066 12 2078 13 2091 12 2103 12 2115 13 2128 12 2140 12
780 3. 2152 12 2164 13 2177 12 2189 12 2201 12 2213 13 2226 12 2238 12 2250 12 2262 12
790 3. 2274 12 2286 12 2298 13 2311 12 2323 12 2335 12 2347 12 2359 12 2371 12 2383 12
800 3. 2395 12 2407 12 2419 12 2431 12 2443 12 2455 12 2467 12 2479 12 2491 12 2503 12
810 3. 2515 12 2527 12 2539 12 2551 12 2563 11 2574 12 2586 12 2598 12 2610 12 2622 12
820 3. 2634 12 2646 11 2657 12 2669 12 2681 12 2693 11 2704 12 2716 12 2728 12 2740 11
830 3. 2751 12 2763 12 2775 12 2787 11 2798 12 2810 12 2822 11 2833 12 2845 12 2857 11
840 3. 2868 12 2880 11 2891 12 2903 12 2915 11 2926 12 2938 11 2949 12 2961 11 2972 12
850 3. 2984 11 2995 12 3007 11 3018 12 3030 11 3041 12 3053 11 3064 12 3076 11 3087 12
860 3. 3099 11 3110 11 3121 12 3133 11 3144 12 3156 11 3167 11 3178 12 3190 11 3201 11
870 3. 3212 12 3224 11 3235 11 3246
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Table 3, giving values of the derivative dP3/dT62 at intervals of 0.01 deg from 0.2 to 3.33 °K, was computed analytically from eq (1) and its first temperature derivative, i.e.,

dPdT=PdlnPdT. (2)

Table 3.

The temperature derivative, dP3/dT62, in millimeters of mercury per degree Kelvin, for the 1962 He3 Scale of Temperatures

T62, °k 0.00 0.01 0.02 0.03 0.04 0.05 0.06 0.07 0.08 0.09
0.20 0.001 0.002 0.003 0.005 0.008 0.012 0.017 0. 025 0.035 0.049
.30 .066 .087 .113 . 145 .184 .229 .283 .345 .417 .499
.40 .592 .696 .814 .944 1.089 1.248 1.422 1. 612 1.819 2.042
.50 2. 283 2. 543 2.820 3.117 3.433 3. 769 4.125 4. 501 4.898 5.317
.60 5. 756 6. 217 6.700 7. 204 7. 731 8.280 8.851 9. 445 10.061 10.700
.70 11.362 12.046 12. 753 13. 483 14. 236 15.012 15. 811 16. 632 17.477 18. 344
.80 19. 234 20.147 21.082 22.041 23.022 24.025 25.051 26.100 27.171 28. 264
.90 29.379 30. 517 31.677 32. 859 34.063 35.289 36. 537 37. 806 39.097 40.410
1.00 41. 745 43.100 44.478 45. 876 47. 296 48. 737 50.199 51. 682 53.186 54. 711
1.10 56.257 57. 823 59.410 61 018 62. 646 64.295 65. 964 67. 653 69. 363 71.093
1.20 72. 843 74. 613 76.403 78. 213 80.043 81.893 83. 763 85. 652 87. 561 89. 490
1.30 91.438 93. 406 95.394 97. 400 99. 427 101.472 103. 537 105. 621 107. 724 109.847
1.40 111.988 114.149 116.329 118. 528 120. 745 122. 982 125. 237 127. 512 129.805 132.117
1.50 134. 447 136. 796 139.164 141. 551 143.956 146. 380 148. 822 151. 283 153.762 156. 260
1.60 158. 776 161.311 163.863 166. 435 169.024 171. 632 174. 257 176. 902 179. 564 182. 244
1.70 184. 943 187. 659 190.394 193.147 195.918 198. 706 201. 513 204. 338 207.181 210.041
1.80 212. 920 215.816 218. 730 221. 662 224.612 227. 579 230. 565 233. 568 236. 589 239. 627
1.90 242. 684 245.758 248.849 251.959 255.086 258. 230 261.393 264. 573 267. 770 270. 985
2.00 274. 218 277. 468 280. 736 284. 022 287.325 290. 646 293. 984 297. 340 300. 713 304.104
2.10 307. 513 310. 939 314.383 317. 844 321.323 324.820 328.334 331. 866 335.416 338. 983
2. 20 342. 568 346.171 349. 792 353. 430 357.086 360. 760 364. 451 368.161 371.889 375. 634
2.30 379.398 383.179 386. 979 390. 796 394. 632 398.486 402. 359 406. 250 410.159 414.086
2.40 418.032 421.997 425. 980 429. 982 434.003 438.042 442.101 446. 178 450.275 454. 391
2. 50 458. 526 462. 680 466.854 471. 048 475. 261 479. 495 483.748 488.021 492.314 496. 628
2. 60 500.962 505.317 609.692 514.088 518. 505 522.944 527.404 531. 885 536.388 540. 912
2.70 545. 459 550.028 554. 611) 559. 233 563.870 568. 530 573. 212 577. 919 582. 649 587. 402
2.80 592.180 596. 982 601.809 606. 661 611.537 616.440 621.367 626. 321 631.301 636. 307
2. 90 641.340 646.401 651.488 656. 604 661. 747 666. 919 672.120 677. 349 682. 609 687.898
3.00 693. 217 698. 567 703.948 709. 360 714.804 720.281 725. 790 731. 332 736. 908 742. 517
3.10 748. 162 753.841 759. 556 765. 306 771.093 776.918 782. 779 788. 679 794.617 800. 595
3. 20 806.612 812. 670 818. 768 824.909 831.091 837.316 843. 585 849. 898 856. 255 862.658
3.30 869.108 875. 604 882.148 888. 740
Open in a new tab

Certain portions of parts I, II, and III of this series might be particularly useful to users of these tables. For example, a shortened version of tables 1a and 1b appears as table 5 of Part II.

Deviations of the 1962 He3 Scale from various previous He3 temperature scales are given in table 6 of Part II.

A compilation of thermodynamic properties of He3 consistent with the 1962 He3 Scale is given in table 4 of Part III.

General remarks concerning various needed corrections to a vapor-pressure measurement are given in the section of Part I entitled “Pressure Measurement.” Figure 4 of Part I depicts a convenient procedure for making the important thermal transpiration correction. Additional remarks on this latter correction factor are given in section 5 of Part III.

The correction for He4 impurity is mentioned briefly in Part I and in more detail in section 3 of Part III. In figure 7 of Part III several correction curves are given which may be used to adjust an uncorrected temperature for the effect of the He4 impurity content in the liquid. In this connection the experimenter is cautioned that, due to fractiona-tion between vapor and liquid, the actual concentration of He4 in the liquid probably will be greater than the average concentration of the total gas in the vapor-pressure system by an amount depending on the volume of the vapor space and the experimental technique. For example, if most of the gas is first condensed at very low temperature into the vapor-pressure bulb and then most of that liquid subsequently is evaporated into the vapor space, a large fraction of the He4 will remain in the liquid state and a corresponding high value of the impurity correction will be needed. Such considerations may become particularly important if temperature is being measured as the vapor pressure of a bath of He3. Tables of equilibrium vapor/liquid concentration ratios, if unavoidably needed, are given in references [38] and [74]. The best technique, of course, is to use only very high purity He3. As explained in section 3 of Part III, steps have been undertaken to make He3 of very high purity available for thermom-etry.

Remarks concerning the possibility and detection of errors due to gas oscillations are given at the end of Part I.

The fit of the 1962 He3 Scale to the intercomparison He3 and He4 vapor-pressure data of Part I and to the 1958 He4 Scale is given in table 1 and figure 1 of Part II and is discussed in detail in subsection 1.1 of Part III. The fit of the 1962 He3 Scale to Keller’s isotherms is given in figure 2 of Part II and is discussed in detail in subsection 1.5 of Part III.

The 1962 He3 Scale of Temperatures has been given status similar to that of the 1958 He4 Scale of Temperatures by the International Committee on Weights and Measures [68, 69]. The pertinent portion of the minutes of that committee’s Advisory Committee on Thermometry [67] is given in section 4 of Part III.

Footnotes

1

Work performed under the auspices of the United States Atomic Energy Commission.

2

These tables are the same as those issued as Los Alamos Scientific Laboratory Report LAMS-2701 (July. 1962).

3

Figures in brackets indicate the literature references at the end of this paper.

*

This list of references applies to papers I, II, III, and IV of this series. For completeness and convenience, it is reproduced in its entirety at the end of each paper.

References*

  • [1].Sydoriak S. G., Roberts T. R., and Sherman R. H., Proc. 7th Intern. Conf. Low Temperature Physics, ed. Graham G. M. and Hollis-Hallett A. C. (Univ. of Toronto Press, Toronto, 1961), ch. 30, p. 717. [Google Scholar]
  • [2].Brickwedde F. G., van Dijk H., Durieux M., Clement J. R., and Logan J. K., J. Res. NBS 64A (Phys. & Chem.), 1 (1960). [DOI] [PMC free article] [PubMed] [Google Scholar]
  • [3].Brewer D. F., Sreedhar A. K., Kramers H. C., and Daunt J. G., Phys. Rev. 115, 830 (1959). [Google Scholar]
  • [4].Weinstock B., Abraham B. M., and Osborne D. W., Nuovo Cimento Suppl. 9, 310 (1958). [Google Scholar]
  • [5].Abraham B. M., Osborne D. W., and Weinstock B., Phys. Rev. 80, 366 (1950). [Google Scholar]
  • [6].Sydoriak S. G., Roberts T. R., and Sherman R. H., Paper II of this series.
  • [7].Roberts T. R., Sherman R. H., and Sydoriak S. G., Paper III of this series.
  • [8].Sherman R. H., Sydoriak S. G., and Roberts T. R., Paper IV of this series. See also Los Alamos Scientific Lab. Rept. LAMS 2701 (July 1962). [Google Scholar]
  • [9].Sydoriak S. G. and Roberts T. R., Phys. Rev. 106, 175 (1957). [Google Scholar]
  • [10].Roberts T. R., Sydoriak S. G., and Sherman R. H., Proc. 4th Symp. Temperature, Its Measurement and Control in Science and Industry, ed. Herzfeld C. M. (Reinhold Publ. Corp., New York, 1962), Vol. 3, pt. 1, p. 75. [Google Scholar]
  • [11].Keller W. E., Phys. Rev. 97, 1 (1955); 100, 1790 (1955). [Google Scholar]
  • [12].Keller W. E., Phys. Rev. 98, 1571 (1955). [Google Scholar]
  • [13].Hoare F. E. and Zimmerman J. E., Rev. Sci. Instr. 30, 184 (1959); [Google Scholar]; Swim R. T., Advances in Cryogenic Engineering, ed. Timmerhaus K. D.(Plenum Press, Inc., New York, 1960), Vol. 5, pp. 498–504. [Google Scholar]
  • [14].Plumb H. H., Proc. 10th Intern. Congr. Refrigeration, Copenhagen,1959, ed. Jul M and Jul A. M. S. (Per-gamon Press, Paris, 1960), Vol. 1, pp. 184–187. [Google Scholar]
  • [15].Durieux M., Thermometry at Liquid Helium and Liquid Hydrogen Temperatures, Thesis, Leiden Univ. (16 Mar. 1960). [Google Scholar]
  • [16].Brickwedde F. G., Report on the Conference Agreement on the Helium Vapor-Pressure Scale of Temperatures, Conf. Physique des Basses Temperatures, Paris, 2–8 Septembre 1955, pp. 608–610. [Google Scholar]
  • [17].Bleaney B. and Simon F., Trans. Faraday Soc. 35, 1205 (1939). [Google Scholar]
  • [18].Bleaney B. and Hull R. A., Proc. Roy. Soc. (London) 178A, 74 (1941). [Google Scholar]
  • [19].de Boer J. and Cohen E. G. D., Physica 17, 993 (1951). [Google Scholar]
  • [20].Becker E. W. and Misenta R., Phys. Rev. 93, 244 (1954). [Google Scholar]
  • [21].Becker E. W., Misenta R., and Schmeissner F., Z. Physik 137, 126 (1954). [Google Scholar]
  • [22].Mendelssohn K. and White G. K., Proc. Phys. Soc. (London) A63, 1328 (1950). [Google Scholar]
  • [23].Bowers R. and Mendelssohn K., Nature 163, 870 (1949); [DOI] [PubMed] [Google Scholar]; Proc. Phys. Soc. (London) A63, 1318 (1950). [Google Scholar]
  • [24].Taconis K. W., Progress in Low Temperature Physics, ed. Gorter C. J. (North Holland Publ. Co., Amsterdam, The Netherlands, 1961), Vol. 3, p. 154. [Google Scholar]
  • [25].van Dijk H. and Durieux M., Physica 24, 1 (1958). [Google Scholar]
  • [26].Sydoriak S. G. and Sommers H. S. Jr., Rev. Sci. Instr. 22, 915 (1951). [Google Scholar]
  • [27].Kapitza P., Phys J.. (U.S.S.R.) 4, 181 (1941). [Google Scholar]
  • [28].Fairbank H. A. and Wilks J., Proc. Roy. Soc. (London) A231, 545 (1955). [Google Scholar]
  • [29].ChalKs L. J., Dransfeld K., and Wilks J., Proc. Roy. Soc. (London) A260, 31 (1961). [Google Scholar]
  • [30].Kuang Wey-Yen Zh. Experim. i Teor. Fiz. (U.S.S.R.) 42, 921 (1962); [Google Scholar]; Soviet Phys. JETP (English Transl.) 15, 635 (1962). [Google Scholar]
  • [31].Khalatnikov I.M., Zh. Experim. i Teor. Fiz. (U.S.S.R.) 22, 687(1952). [Google Scholar]
  • [32].Sydoriak S. G. and Roberts T. R., Phys. Rev. 118 901 (1960) [Google Scholar]
  • [33].Mills R. L., Grilly E.R., and Sydoriak S. G., Ann. Phys. 12, 41 (1961). [Google Scholar]
  • [34].Cawood W. and Patterson H. S., Trans. Faraday Soc. 29, 522 (1933). [Google Scholar]
  • [35].Kistemaker J., Leiden Commun. 268d (1944); [Google Scholar]; Physica 11, 277 (1944–1946); [Google Scholar]; Blaisdell B. E., J. Math. Phys. 19, 186 (1940). [Google Scholar]
  • [36].Brombacher W. G., Johnson D. P., and Cross J. L., Mercury Barometers and Manometers, NBS Mono. 8 (U.S. Govt. Printing Office, Washington, 1960). [Google Scholar]
  • [37].Roberts T. R. and Sydoriak S. G., Phys. Rev. 102, 304 (1956). [Google Scholar]
  • [38].Esel’son B. N. and Berezniak N. G., Zh. Experim. i Teor. Fiz. (U.S.S.R.) 30, 628 (1956); [Google Scholar]; Soviet Phys. JETP (English Transl.) 3, 568 (1956). [Google Scholar]
  • [39].Sydoriak S. G., Grilly E. R., and Hammel E. F., Phys. Rev. 75, 303 (1949). [Google Scholar]
  • [40].Peshkov V. P., Zh. Experim. i Teor. Fiz. (U.S.S.R.) 33, 833 (1957); [Google Scholar]; Soviet Phys. JETP (English Transl.) 4, 645 (1958). [Google Scholar]
  • [41].van Dijk H. and Shoenberg D., Nature 164, 151 (1949). [Google Scholar]
  • [42].Chen T. C. and London F., Phys. Rev. 89, 1038 (1953). [Google Scholar]
  • [43].Keller W. E., Nature 178, 883 (1956); [Google Scholar]; Clement J. R., Low Temperature Physics and Chemistry (Univ. of Wisconsin Press, Madison, 1958), p. 187* [Google Scholar]; (Proc. 5th Intern. Conf. Low Temperature Physics and Chemistry, Madison, Wis, 1957). [Google Scholar]
  • [44].Goldstein L., Phys. Rev. 96, 1455 (1954); [Google Scholar]; Phys. Rev. 102, 1205 (1956). [Google Scholar]
  • [45].Sherman R. H., Roberts T. R., and Sydoriak S. G., Supplement au Bulletin de Tlnstitut International du Froid, Annexe 1961-5, p. 125 [Google Scholar]; (Proc. Meeting of Commission I of the International Institute of Refrigeration, London, 1961). [Google Scholar]
  • [46].Sydoriak S. G. and Sherman R. H., Paper I of this series.
  • [47].Deming W. E., Statistical Adjustment of Data (John Wiley & Sons, New York, 1943). [Google Scholar]
  • [48].Roberts T. R., Sydoriak S. G., and Sherman R. H.,; see ref. [45], p. 115.
  • [49].Grilly E. R. and Hammel E. F., Progress in Low Temperature Physics III (1961), pp. 113–152. [Google Scholar]
  • [50].Kerr E. C. and Taylor R. D., Proc. 7th Intern. Conf. Low Temperature Physics, ch. 24, pp. 605–608, [Google Scholar]; ed. Graham G. M. and Hollis-Hallett A. C. (Univ. of Toronto Press, Toronto, 1961). [Google Scholar]
  • [51].Sherman R. H. and Edeskuty F. J., Ann. Phys. 9, 522 (1960). [Google Scholar]
  • [52].Roberts T. R., Sherman R. H., Sydoriak S. G., and Brickwedde F. G., Progress in Low Temperature Physics IV, ch. 10 (North Holland Publ. Co, Amsterdam, The Netherlands, 1964), p. 480. [Google Scholar]
  • [53].Mood A. M., Introduction to the Theory of Statistics, p. 299, (McGraw-Hill, New York, N.Y., 1950). [Google Scholar]
  • [54].Durieux M., Proces-Verbaux du Comite Consultatif de Thermometrie aupres du Comite International des Poids et Mesures, 6e Session, 1962 (Gauthier-Villars, Paris, France, 1964), p. 190. [Google Scholar]
  • [55].Osborne D. W., private communication.
  • [56].Berman R. and Mate C. F., Phil. Mag. 3, 461 (1958). [Google Scholar]
  • [57].van Dijk H., Progr. Cryog. 2, p. 125 (Academic Press,Inc., New York, N.Y., 1962). [Google Scholar]
  • [58].Cataland G. and Plumb H. H., Proc. 8th Intern. Conf. Low Temperature Physics, London, Sept. 16–22, 1962, [Google Scholar]; ed Davies R. O. (Butterworths, Washington, D.C., 1963), pp. 439–40. [Google Scholar]
  • [59].Kerr E. C., Phys. Rev. 96, 551 (1954). [Google Scholar]
  • [60].Kerr E. C. and Taylor R. D., Ann. Phys. 20, 450 (1962). [Google Scholar]
  • [61].Anderson A. C., Salinger G. L., Steyert W. A., and Wheatley J. C., Phys. Rev. Letters 6, 331 (1961); [Google Scholar]; Anderson A. C., Reese W., and Wheatley J. C., Phys. Rev. 130, 495 (1963). [Google Scholar]
  • [62].Strongin M., Zimmerman G. O., and Fairbank H. A., Phys. Rev. 128, 1983 (1962). [Google Scholar]
  • [63].Abraham B. M., Osborne D. W., and Weinstock B., Phys. Rev. 98, 551 (1955). [Google Scholar]
  • [64].Grove G. R. and Haubach W. J. Jr.;; see ref. [58], p. 441. For further information, write Gaseous Isotope Sales, Monsanto Research Corporation, Mound Laboratory, Miamisburg, Ohio.
  • [65].Edwards D. O. and Daunt J. G., Phys. Rev. 124, 640 (1961). [Google Scholar]
  • [66].Sydoriak S. G., Roberts T. R., and Sherman R. H.;; see ref. [58], pp. 437–8.
  • [67].Hall J. A., Sixieme Rapport du Comite Consultatif de Thermometrie au Comite International des Poids et Mesures;; see ref. [54].
  • [68].Stimson H. F., NBS Tech. News Bull. 47, No. 2, 30 (February 1963); [Google Scholar]; Nature 197, 1055 (1963). [Google Scholar]
  • [69].Brickwedde F. G., Phys. Today 16, 24 (1963). [Google Scholar]
  • [70].Weber S., Commun. Kamerlingh Onnes Lab. Univ. Leiden Suppl. 71b (1932), 264b and 264d (1936). [Google Scholar]
  • [71].Weber S. and Schmidt G., Commun. Kamerlingh Onnes Lab. Univ. Leiden 264c (1936). [Google Scholar]
  • [72].Chase C. E., Maxwell E., and Whitney W. M., Physica 26, 160 (1960); [Google Scholar]; Chase C. E., Maxwell E., and Millett W. E., Physica 27, 1129 (1961). [Google Scholar]
  • [73].Moore R. H. and Zeigler R. K., Trans. Am. Nuclear Soc. 1, 128–9 (1958); [Google Scholar]; The Solution of the General Least Squares Problem with Special Reference to High-Speed Computers, Los Alamos Scientific Lab. Rept; LA-2367 (Mar. 4, 1960). [Google Scholar]
  • [74].Roberts T. R. and Swartz B. K., Proc. 2d Symp. Liquid and Solid Helium Three, ed. Daunt J. G. (Ohio State Univ. Press, Columbus, 1960), p. 163. [Google Scholar]

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