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Proceedings of the National Academy of Sciences of the United States of America logoLink to Proceedings of the National Academy of Sciences of the United States of America
. 1999 May 11;96(10):5366–5371. doi: 10.1073/pnas.96.10.5366

The remarkably high excitation planetary nebula GC 6537

Lawrence H Aller †,, Siek Hung §,, Walter A Feibelman ¶,
PMCID: PMC21865  PMID: 10318889

Abstract

NGC 6537 is an unusually high excitation point symmetric planetary nebula with a rich spectrum. Its kinematical structures are of special interest. We are here primarily concerned with the high resolution spectrum as revealed by the Hamilton echelle Spectrograph at Lick Observatory (resolution ≈ 0.2 Å) and supplemented by UV and near-UV data. These extensive data permit a determination of interstellar extinction, plasma diagnostics, and ionic concentrations. The photoionization models that have been used successfully for many planetary nebulae are not entirely satisfactory here. The plasma electron temperature of a photoionization model cannot much exceed 20,000 K, but plasma diagnostics show that regions emitting radiation of highly ionized atoms such as [Neiv] and [Nev] are much hotter, showing that shock excitation must be important, as suggested by the remarkable kinematics of this object. Hence, instead of employing a strict photoionization model, we are guided by the nebular diagnostics, which reveal how electron temperature varies with ionization potential and accommodates density effects. The predictions of the photoionization model may be useful in estimating ionization correction factor. In effect, we have estimated the chemical composition by using both photoionization and shock considerations.


At nearly the final stage of a star’s life, it has developed a small, dense, hot core surrounded by a vast tenuous envelope. Depending on its mass, it is then a giant or super giant. The envelope is subsequently ejected often to form a planetary nebula (PN). Such nebulae are rarely spherically symmetrical; often they are filamentary, with an inhomogeneous shell structure. Often they are bipolar or bilaterally symmetrical. The proto-PN are usually optically invisible. As the rapidly thinning shell becomes exposed to the radiation from the uncovered core, it becomes photoionized. Recombination of ions and electrons and collisional excitation of low lying levels produces the visible radiation of the PN. In kinematically active objects, shocks may also serve to heat the gas to incandescence.

Two of the highest excitation PN known are NGC 6302 and NGC 6537, in which also shock heating is very important (13). Both are probably extreme examples of Peimbert’s type I (4), of which the prototype is NGC 2440, They originate from short-lived stars much more massive than the sun, perhaps 5–6 solar masses. Yet more massive stars are believed to eventually evolve into neutron stars and supernovae.

NGC 6537 exhibits a huge excitation range from [Ni] to [Sivi]1, i.e., from neutral atoms to ions requiring an ionization energy of 167 eV (1 eV = 1.602 × 10−19 J). Ashley and Hyland (1) derive an upper limit to the stellar temperature of 240,000 K as compared with a Zanstra Heii T(*) = 150,000 K and a model T(*) = 180,000 K.

Various studies of NGC 6537 have elucidated its fascinating kinematical and topological structure (57). There is a bright inner core of ≈10" diameter, whose spectroscopic properties constitute the subject of this paper. The central density is Ne = 20,000/cc, falling off to ≈1,000/cc at the edge of the bright portion and finally to ≈200/cc at the outermost luminous edges. The electron temperature, Te, varies from 6,000 to 47,000. The density also varies.

The complex structure of the outer nebulosity is distinguished by its complicated kinematics. There seems to be a wind of ≈18 km/sec associated with dense blobs in the core, co-spatial with a fast wind with a velocity of 4,400 km/sec (7). Corradi and Schwarz (5) found the deprojected expansion polar velocity to be 300 km/sec. Thus, the initial mass distribution must have been strongly aspherical, with a pole-to-equator contrast exceeding a factor of five.

In view of these kinematical complications, it is not surprising that shocks could play an extremely important role in the excitation of certain lines, particularly those of [Nev] as pointed out by Rowlands et al. (2). Shock effects may influence only a relatively small portion of emitting volumes but have an enormous influence on the intensities of the lines of high excitation, which originate in zones far hotter than predicted by any photoionization theory.

A strict photoionization theory is not adequate for NGC 6537 (2). Many years ago, Menzel and Aller (8) showed that, for a photoionized nebula of “normal” chemical composition, Te could not much exceed 20,000 K, no matter how hot the exciting star. The [Nev] ions in NGC 6537 indicate a Te of the order of 41,000 K (2), far in excess of that permitted in a pure photoionization scenario. The latter model may provide a good treatment for low stages of ionization and may prove useful for calculation of ionization correction factors.

One additional point needs emphasis. In NGC 6537, blobs and condensations lie below the limit of spatial resolution. In principle, their significance may be assessed with the aid of a diagnostic diagram (see Fig. 1). The usefulness of such diagrams is sensitive to the accuracy of the line intensities and atomic parameters, such as Å values and collision strengths. Of particular interest are the ions of p3 configurations, most particularly those that produce lines of [Oii], [Neiv], [Sii], [Cliii], and [Ariv]. By comparing intensities of both the auroral (or transauroral) and nebular transitions of these ions, we can get both Te and Ne of the emitting layers. Recent improvements in observational data and theoretical data have greatly improved our insights.

Figure 1.

Figure 1

Diagnostic diagram for NGC 6537: Tɛ vs. log Nɛ.

In the following sections, we describe the ground-based and International Ultraviolet Explorer (IUE) data, the diagnostics, and attempt to draw some conclusions about the central star and nebular abundances. Table 1 gives the basic data taken largely from the catalogue by Acker et al. (9). Distance estimates have been made by Cahn et al. (10) and by Stanghellini et al. (11). Other data are discussed in the text.

Table 1.

Some basic data for NGC 6537, PK 10 0°1

Basic data
α = 18h05m13s4, δ = −19°50′14"(2,000)
Diameter = 10–34" Nɛ: ≈20,000 ml (see text)
log F (Hβ) = −11.40 ± 0.03 (erg⋅cm−2⋅s−1)
Radial Velocity = −16.0 ± 3.0, −10.1 ± 1.0 (see text), km⋅s−1
Expansion velocity = 18.0 km⋅s−1 ([O III])
Central star: mB > 19.8, mV > 18.8
 T(★) = 200,000 K [SCS93]
Distance estimates (kiloparsecs): 0.90 [CKS91], 1.323[SCS93]

CKS91: Cahn, Kaler, and Stanghellini (10). SCS93: Stanghellini, Corradi, and Schwarz (11). Unless otherwise indicated, data are from Acker et al. (9

The Observations

The observational and reduction procedures have been described by Hyung (12). A 640-μm entrance slit covers 2 pixels on the smaller (12- × 12-mm chip) used in the 1992 observations. The effective resolution generally may be taken as 0.2 Å (FWHM).

For the 1992 observations, we used a CCD chip with 800 × 800 pixels, but, for the 1995 observations, we used a 2,048 × 2048 chip. The 800 × 800 pixel CCD did not cover the extent of the echelle spectrum, so several chip settings were needed, but the larger chip covers the entire spectrum. Table 2 gives the log of the Hamilton observations.

Table 2.

Ground-based observations

Set-up Exposure, min Observation Date, UT
121 (800) 60 June 18, 1992
127 (800) 5 June 18, 1992
124 (800) 60 June 19, 1992
125 (800) 60 June 19, 1992
125 (800) 3 June 19, 1992
126 (800) 60 June 19, 1992
123 (800) 60 June 19, 1992
127 (800) 60 June 19, 1992
− (2048) 165 July 3, 1995

See text and Hyung (12) for an explanation of six different set-up numbers, 125, 127, etc … for 800 × 800 charge-coupled device chip settings. 

The interstellar extinction factor, C, can be found from the Balmer decrement, from the Paschen decrement (less reliably) and from a comparison of Paschen and Balmer lines arising from the same n. The intrinsic intensity values for the Paschen and Balmer lines are taken from Hummer and Storey (13). We find an extinction coefficient, C = 1.80, in good agreement with the Milne and Aller (14) measurements and compatible with the value C = 1.95 of Feibelman et al. (15).

Table 3 gives the Hamilton results: Successive columns give the measured wavelength, identified ion, multiplet number from Moore’s Revised Multiplet Table (16, 17), the extinction parameter kλ according to Seaton (18), the line intensity corrected for the interstellar extinction with C = 1.80, and the uncorrected intensity both on the scale I(Hβ) = 100. The measured wavelength is corrected for the nebular radial velocity, −10.1 km/sec, and for the effects of earth’s motion about the sun.

Table 3.

Optical region line intensities in NGC 6537

λobserved λlab Element Mult. kλ I(Ham) F(Ham) rms
3868.77 3868.71 [Ne iii] (1F) 0.228 107.2 41.69 20%
3889.05 H i H8
3888.83 3888.65 He i (2) 0.223 16.07 6.38 67%
3967.48 3967.41 [Ne iii] (1F) 0.203 33.97 14.62 4.8%
3970.11 3970.07 H i 0.203 7.908 3.41 31%
4068.61 4068.60 [S ii] (1F) 0.180 8.153 3.87
4076.32 4076.35 [S ii] (1F) 0.178 1.996 0.95
4097.42 4097.31 N iii (1) 0.173 4.639 2.26
4101.71 4101.76 H i 0.172 14.12 6.92 66%
4103.40 4103.37 N iii (1) 0.172 2.188 1.07
4338.64 4338.67 He ii (4-10) 0.129 2.809 1.64 19%
4340.44 4340.47 H i 0.129 41.68 24.43 17%
4363.19 4363.21 [O iii] (2F) 0.124 24.51 14.69 21%
4471.45 4471.48 He i (14) 0.095 4.110 2.77 13%
4541.53 4541.59 He ii (9) 0.077 2.916 2.12 18%
4606.30 4606.60 Fe iii (3F) 0.061 1.276 0.99
4634.11 4634.16 N iii (2) 0.054 2.415 1.93 20%
4638.28 line? 0.053 0.625 0.50
4640.61 4640.64 N iii (2) 0.053 5.458 4.39 8.1%
4642.06 4641.81 N iii (2) 0.052 0.603 0.49
4685.70 4685.68 He ii (3-4) 0.042 112.1 94.19 22%
4711.31 4711.34 [Ar iv] (1F) 0.036 11.67 10.05 5.7%
4713.15 4713.14 He i (12) 0.036 0.936 0.81 23%
4714.20 4714.25 [Ne iv] (1F) 0.035 1.918 1.66 8.9%
4724.05 4724.15 [Ne iv] (1F) 0.033 2.659 2.32 28%
4725.52 4725.62 [Ne iv] (1F) 0.033 2.178 1.90 32%
4740.20 4740.20 [Ar iv] (1F) 0.029 21.73 19.23 8.2%
4859.31 4859.32 He ii (4-8) 0 3.722 3.72 20%
4861.32 4861.33 H i 0 100.0 100.0 9.9%
4921.92 4921.93 He i (48) −0.015 1.014 1.08 22%
4958.91 4958.92 [O iii] (1F) −0.023 306.4 337.3 4.8%
5006.84 5006.84 [O iii] (1F) −0.034 974.1 1122 5.8%
5015.68 5015.68 He i (4) −0.036 1.575 1.83 27%
5017.46 5017.48 −0.036 0.490 0.57
5041.00 5041.06 Si ii (5) −0.041 1.029 1.22
5056.35 Si ii (5)
5056.02 5056.02 Si ii (5) −0.045 0.754 0.91
5191.74 5191.80 [Ar iii] (3F) −0.073 0.394 0.53 13%
5197.98 5197.90 [N i] (1F) −0.074 1.255 1.71
5200.34 5200.26 [N i] (1F) −0.074 0.591 0.81
5309.26 5309.20 [Ca v] −0.097 0.266 0.40
5412.00 [Fe iii] (1F)
5411.53 5411.52 He ii (2)4-7 −0.118 8.461 13.80 6.3%
5461.13 line? −0.128 1.102 1.87 53%
5517.51 5517.71 [Cl iii] (1F) −0.139 0.385 0.69 23%
5537.82 5537.88 [Cl iii] (1F) −0.143 0.916 1.66 8.5%
5679.56 5679.56 N ii (3) −0.175 0.250 0.52
5721.27 5721.10 [Fe vi] −0.184 0.441 0.94
5754.67 5754.64 [N ii] (3F) −0.191 21.41 47.21 3.8%
5837.02 5837.06 He ii Pf32 −0.208 0.204 0.48
5846.89 5846.65 He ii Pf31 −0.210 0.140 0.33
5875.66 5875.67 He i (11) −0.216 13.01 31.84 8.2%
5953.03 5952.93 He ii Pf24 −0.229 0.158 0.41
5977.00 5977.02 He ii Pf23 −0.233 0.225 0.59 5.9%
6004.63 6004.72 He ii Pf22 −0.238 0.184 0.49 1.8%
6036.98 6036.78 He ii Pf21 −0.243 0.296 0.81 29%
6074.21 6074.19 He ii Pf20(8) −0.249 0.277 0.78 12%
6086.75 6086.90 [Cav, Fevii] −0.252 0.353 1.00 25%
6101.71 6101.80 [K iv] (1F) −0.254 0.875 2.51 9.7%
6118.24 6118.26 He ii Pf19 −0.257 0.216 0.63 10%
6170.69 6170.69 He ii Pf18 −0.265 0.257 0.77 16%
6228.27 6228.40 [K vi] −0.274 0.261 0.81 20%
6233.88 6233.82 He ii Pf17(7) −0.275 0.347 1.08 9.4%
6300.29 6300.30 [O i] (1F) −0.285 0.829 2.70
6312.09 6312.10 [S iii] (3F) −0.287 8.359 27.42 6.9%
6347.11 6347.09 Si ii (2) −0.292 0.133 0.44 24%
6363.71 6363.78 [O i] (1F) −0.294 0.319 1.08
6371.08 6371.36 Si ii (2) −0.295 0.438 1.49
6406.38 6406.38 He ii Pf15(7) −0.301 0.518 1.80 11%
6435.00 6435.11 [Ar v] (1F) −0.305 8.661 30.62 9.6%
6478.36 N iii CPM −0.311 0.186 0.68
6500.28 Ar ii CPM −0.314 0.181 0.67
6513.19 line? −0.316 0.116 0.43
6516.29 [Mn v] CPM −0.316 0.100 0.37
6527.23 [N ii]
6527.03 6527.10 He ii −0.318 0.708 2.64 14%
6545.10 line? −0.320 0.165 0.62
6548.11 6548.03 [N ii] (1F) −0.321 111.35 420.7 6.1%
6560.07 6560.10 He ii (4-6) −0.322 15.195 57.81 13%
6562.75 6562.82 H i −0.323 316.9 1208 4.8%
6568.65 line? −0.324 0.076 0.29
6580.92 6581.00 line? −0.325 0.363 1.40 19%
6583.47 6583.45 [N ii] (1F) −0.326 350.6 1352.07 8.6%
6600.57 6601.10 [Fe vii] (1F) −0.328 0.216 0.84
6678.16 6678.15 He i (46) −0.338 3.181 12.93 10%
6683.19 6683.15 He ii Pf13(7) −0.339 0.804 3.28 14%
6716.40 6716.47 [S ii] (2F) −0.343 4.070 16.87 6.1%
6730.78 6730.85 [S ii] (2F) −0.345 8.660 36.14 12%
6738.28 6739.4 [Sr ii]? −0.346 0.149 0.62
6794.99 6795.00 [K iv] (1F) −0.352 0.238 1.02
6890.91 6890.88 He ii Pf12(7) −0.363 0.974 4.40 1.1%
7005.74 7005.70 [Ar v] (1F) −0.376 18.64 88.72 9.5%
7057.15 line? −0.382 0.099 0.48
7065.20 7065.28 He i (10) −0.383 6.587 32.21 9.6%
7135.78 7135.78 [Ar iii] (1F) −0.391 29.99 151.4 7.3%
7170.70 7170.62 [Ar iv] (2F) −0.394 1.335 6.84 9.9%
7177.84 7177.50 He ii Pf11(6) −0.395 0.513 2.64 44%
7237.63 7237.54 [Ar iv] (2F) −0.401 1.415 7.46 2.1%
7262.90 7262.96 [Ar iv] (2F) −0.404 1.122 5.98 21%
7281.35 7281.35 He i (45) −0.406 0.729 3.92 5.4%
7320.00 7319.80 [O ii] (2F) −0.410 8.213 44.87 0.6%
7330.20 7330.70 [O ii] (2F) −0.411 6.913 37.93 5.4%
7458.38 line? −0.423 0.079 0.46
7499.89 7499.84 He i (1/8) −0.428 0.052 0.31
7530.38 7530.83 [Cl iv] (1F) −0.430 1.184 7.05 0.5%
7582.12 line? −0.435 0.200 1.21
7592.69 7592.74 He ii Pf10(6) −0.436 1.890 11.53 12.1%
7618.50 7618.5 N v (14) −0.439 0.409 2.52 4.0%
7703.32 7703.3 N iv (23) −0.447 0.269 1.71 58%
7712.71 7713.3 O iv? (21) −0.448 0.164 1.05 11%
7726.14 7726.20 C iv (8.01) −0.449 0.099 0.64 22%
7751.11 7751.43 [Ar iii] (1F) −0.451 8.633 55.98 17%
7816.37 7816.16 He i (69) −0.457 0.119 0.79
8045.66 8046.27 [Cl iv]? (1F) −0.477 2.564 18.49 9.3%
8192.23 line? −0.489 0.138 1.04
8196.51 8196.48 C iii (43) −0.489 0.165 1.26 17%
8236.77 8236.78 He ii Pf9 −0.492 2.759 21.23 1.3%
8281.15 8281.12 H i* P31 −0.496 0.112 0.87
8286.32 8286.43 H i P30 −0.496 0.134 1.04 12%
8292.05 8292.31 H i P29 −0.497 0.122 0.95 43%
8298.79 8298.84 H i P28 −0.497 0.111 0.87 34%
8306.67 8306.12 H i* P27 −0.498 0.177 1.39
8314.17 8314.26 H i P26 −0.498 0.155 1.22
8315.36 8315.10 C iii 5g–6h −0.499 0.170 1.35
8323.59 8323.43 H i P25 −0.499 0.180 1.43 31%
8333.86 8333.78 H i P24 −0.500 0.191 1.52
8333.93 8333.78 H i P24 −0.500 0.202 1.60
8345.56 8345.55 H i P23 −0.502 0.205 1.64 6.1%
8359.02 8359.01 H i P22 −0.504 0.170 1.37 12%
8374.53 8374.48 H i P21 −0.506 0.163 1.33 15%
8379.66 8379.60 He ii (6-41) −0.507 0.040 0.32
8386.56 −0.508 0.063 0.52
8392.33 8392.40 H i P20 −0.509 0.213 1.76 37%
8413.29 8413.32 H i P19 −0.512 0.226 1.89 17%
8434.36 8433.85 [Cl iii] (3F) −0.516 0.191 1.62
8437.94 8437.96 H i P18 −0.516 0.272 2.31 31%
8446.65 8446.48 O i (4) −0.517 0.052 0.45
8467.27 8467.26 H i P17 −0.521 0.354 3.06 18%
8481.16 [Cl iii] (3F)
8480.70 8480.73 He i −0.523 0.120 1.05
8502.45 8502.49 H i P16 −0.526 0.331 2.92 32%
8545.37 8545.38 H i P15 −0.532 0.436 3.96 9.3%
8567.03 8566.90 He ii (6-29) −0.536 0.067 0.62
8578.90 8578.70 [Cl ii] (1F) −0.537 0.296 2.75 1.4%
8598.34 8598.39 H i P14 −0.540 0.590 5.53 17%
8662.00 He i (10/14)
8661.54 8661.40 He ii (6-26) −0.549 0.135 1.31
8665.00 8665.02 H i P13 −0.550 0.883 8.63 19%
8750.50 8750.48 H i P12 −0.562 0.942 9.68 1.0%
8799.00 8798.90 He ii (6-23) −0.569 0.078 0.83
8850.17 8849.0 He i? (3/9) −0.576 0.135 1.47
8862.55 8862.79 H i P11 −0.578 1.953 21.43 51%
9010.95 9011.20 He ii (6-20) −0.598 0.154 1.84
9014.86 9014.91 H i P10 −0.599 1.797 21.48 23%
9068.66 9068.90 [S iii] (1F) −0.606 21.16 260.6 19%
9076.85 −0.607 0.221 2.74
9210.44 9210.28 He i (83), 6/9 −0.612 0.086 1.08
9223.90 9223.0 N v? −0.612 0.631 7.98
9228.94 9229.02 H i P9 −0.612 2.108 26.67 13%
9367.63 9367.1 He ii (6-17) −0.616 0.143 1.83
9463.44 9463.57 He i (1/5) −0.618 0.240 3.10
9526.29 9526.00 He i (6/8) −0.620 0.162 2.12
9530.93 9531.00 [S iii] (1F) −0.620 98.28 1282 6.5%
9542.39 9542.00 He ii (6-16) −0.620 0.234 3.05 44%
9545.98 9545.97 H i* P8 −0.620 0.893 11.67 25%
9547.79 line? −0.620 3.294 43.05
9624.13 9625.64 He i?? (10/8) −0.622 0.121 1.59
9705.22 9705.9 C iii −0.624 0.120 1.59
9807.72 line? −0.626 0.163 2.18
9912.87 line? −0.629 0.306 4.14
10045.57 10045.20 He ii (6-14) −0.631 0.292 4.00 25%
10049.32 10049.38 H i P7 −0.632 3.796 52.00 16%
10123.89 10123.61 He ii (4-5) −0.633 6.318 87.00 83%
10286.78 10296.5 [S ii]?? (3F) −0.636 1.951 27.29

Extinction corrected with C = 1.80 (see text). For the identification, see Hyung and Aller (25) and references therein cited. See Péquignot and Baluteau (26) for [Kr iv] 5867.8?. 

*

, Lines affected by atmosphere. 

? , Unlikely or doubtful identification. 

, These unidentified lines are seen in other PN, i.e., IC 4997, NGC 7027, and NGC 7662. 

CPM , Identification by Cuesta, Phillips, and Mampaso (7), but other lines, such as 6396 [Mn v], 6463/67 N iii, and 6853 [Mn vi], are not seen! 

The observations obtained with the IUE are listed in Table 4. The previous UV study of this PN used only one set of IUE observations. The short wavelength primary camera covers the wavelength region 1,159–2,000 Å. The long wavelength redundant camera covers the range 1,850–3,300Å. The spectral resolution throughout the entire IUE range is 6–7 Å. The entrance slit was an oval of 20 × 23 arcsec dimension. Thus, because the optical region data were secured with an entrance slit of 4 arcsec and 640 microns wide (to preserve the purity of the spectrum), the two sets of observations referred to different areas of the PN, the IUE taking in the entire central region of this PN while the Hamilton echelle took in only a sample of this region. The effects of the differing apertures do not appear to be large. One advantage of the IUE was that it moved in a high, geostationary orbit, thus permitting very long exposures. The basic instrument is a Ritchie-Chretien telescope with a 45-cm primary mirror that feeds either of two echelle spectrographs. The detectors are a set of four identical secondary electron conduction vidicons that are coupled to proximity-focused UV-to-optical converters. The vidicons can integrate weak signals for hours, and, at the end of each exposure, their output signals are digitized by an on-board computer to 256 discrete levels and are read out at the end of each exposure.

Table 4.

IUE observing log for NGC 6537

Spectrum Dispersion Date Exposure, min Notes
SWP 24281 Low June 23, 1984 210 On star
SWP 35967 Low April 9, 1989 220 On star
LWR 15324 Low April 8, 1989 240 On star

The fluxes are taken through the large IUE entrance aperture, 10 × 23 arcsec2 centered on star. SWP, short wavelength primary camera; LWR, long wavelength redundant camera. 

Table 5 lists the UV lines observed. Successive columns give the measured wavelength, the identification, the value of the extinction coefficient, and the line intensity reduced to I[Hβ] = 100, corrected for interstellar extinction. In the next to the last column, we give the actual flux, and in the last column are remarks pertinent to the data.

Table 5.

Observed IUE emission lines from two co-added short wavelength primary camera and single long wavelength redundant camera spectra

λobserved Ion kλ I(IUE) Flux* Notes
1238.45 N v 1.638 582 2.55 Doublet
1379.52 O v? 1.339 49.7 0.77
1402.50 O iv]1397-1407, Si iv 1.306 9.03 0.16: Very weak
1484.79 N iv]1483/87 1.231 163 3.95 Doublet
1548.79 C iv 1548/50 1.184 313 9.23 Doublet
1577.86 [Ne v]? 1.166 37.5 1.19
1597.84 [Ne iv]? 1.155 36.8 1.22
1641.14 He ii 1.136 140 5.04 P Cyg?
1663.63 O iii] 1.128 105 3.91 Doublet
1734.07 N iii? 1.118 40.7 1.57
1749.48 N iii] 1.119 105 4.02 Quintet
1835.14 ? 1.152 44.7 1.50
1889.67 Si iii]1882/92 1.203 54.9 1.49
1908.20 C iii]1907/09 1.227 131 3.22 Doublet
2423.27 [Ne iv]2423/5 1.118 186 7.20 Doublet
3130.53 O iii 0.455 38.8 23.44 Bowen line
3200.17 He ii 3203 0.426 13.8 9.42

Colon means estimated errors are large, ±40%, others ±15%. The UV line intensities in column 4 are given based on the scale of I(Hβ) = 100 (with the interstellar extinction corrections, C = 1.80). 

*The fluxes are in units of 10−14 ergs⋅cm−2⋅s−1

Ionic Concentrations

Overview of Diagnostics.

The following ions have been observed in the spectrum of NGC 6537: H, Hei, Heii, CI?, Cii, Cii], Ciii], [Ni], [Nii], Niii, Niii], Niv, Niv], Nv, Oi, [Oi], Oii, [Oii], [Oiii], Oiii, Oiv, Oiv], [Neiii], [Neiv], [Nev], Mgi], [Mgv], Siii, Siiii], Siiv, [Sii], [Siii], [Sv], [Cliii], [Cliv], [Ariii], [Ariv], [Arv], [Kiv], [Feiii], [Fev], and [Fevii]. Note the richness of the IUE ionic spectra in this PN. We observe lines of Hei, Heii, Ci?, Cii], Ciii], Civ, Niii, Niv], Nv, Oi, [Oii], Oiv], [Neiii], [Neiv], [Nev], [Mgv], Siiii, Siiv, and [Ariv].

Ionic Concentrations.

Table 6 lists the diagnostic line ratios that are employed for a discussion of the plasma diagnostics. We successively list the ion, the line ratios that are employed, and the parameters that will determine Ne, Te, or both.

Table 6.

Diagnostic line ratios

Ion Lines Ratio Determines Notes
[N i] I(λ5200)/I(λ5198) 0.47 Nɛ N/A?
[N ii] I(λ6548 + λ6583)/I(λ5755*) 21.6 Tɛ
[O iii] I(λ4959 + λ5007)/I(λ4363) 52.2 Tɛ
[S ii] I(λ6716)/I(λ6731) 0.45 Nɛ
[S iii] I(λ9069 + λ9531)/I(λ6312) 14.3 Tɛ
[Ar iii] I(λ7136 + λ7751)/I(λ5191*) 84.7 Tɛ
[Ar iv] I(λ4711)/I(λ4740)§ 0.54 Nɛ
[Ar iv] I(λ4711 + 40)/I(λ7170) 16.7 Nɛ, Tɛ
[Cl iii] I(λ5538)/I(λ5518) 2.18 Nɛ

N/A?, Useless because of its poor measurement. 

*

Relatively weak line. 

Affected by atmospheric extinction. 

Affected by Hα drip (correction was made). 

§

See Keenan et al. (19). 

The diagnostic diagram shows a fair amount of scatter, which is to be anticipated for an object with huge variations in Te and Ne. The ratio of the nebular type transition in [Neiv] and [Cliii] lines suggest a density of ≈20,000/cc whereas the ratio of the first two nebular type transitions 6717/6739 of [Sii] indicate a density of ≈31,700 electrons/cc. The ratios of the auroral to nebular type transitions of [Oiii] and [Nii] would then suggest Te ≈ 18,000 K at Ne ≈ 10,000/cc. For N and O++, we cannot find the densities without using infrared lines, for which we now have no data.

Thus, it is of special interest to get Ne and Te for the same volume, as is possible for ions of the p3 configuration, where we can compare the nebular-type ratios with the auroral/nebular ratio. Thus, in [Ariv], we may compare the nebular-type lines 4711 and 4740 with the auroral type transitions 7171, 7237, and 7263. That is, we plot {I(7171) + I(7238) + I(7263)}/{I(4711) + I(4740)} against the nebular line ratio {I(4711)/I(4740)}. The first ratio depends on both Te and Ne, but, at nebular densities, the latter depends exclusively on the density. We usually get a good fix on Ne in the layer emitting the p3 lines in question. Aside from observational errors and uncertainties in theoretical ratios, there are also the Ne fluctuations along the line of sight, but, perhaps, the largest error accrues from uncertainties in the interstellar extinction, which can be troublesome when space absorption is large.

Favorite ions have long been [Oii] and [Sii]. In NGC 6537, [Oii] is not useful because of heavy interstellar extinction, but the [Sii] transauroral type 4068 and 4076 lines and the nebular type 6717 and 6730 indicate Ne ≈ 31,700/cc and Te ≈ 6,500 K. Thus, the [Sii] radiation appears to originate in clumps considerably denser and cooler than those responsible for the [Oii] radiation. Lines of ionized neon are particularly valuable in assessing the highly excited regions. Rowlands et al. (2) combined data from the infrared 14.4- and 24-μm infrared lines with the 3,426-Å line To get log Ne ≈ 4.07 and Te ≈ 41,000, which is far above any Te suggested by a photoionization model. A yet higher Te occurs in NCG 6302!

For [Neiv], data on the separate components of the 2,423 pair is not yet available. We assumed Ne = 15,000/cc and used the 4711/2432 and the 4749/2423 ratio to get Te = 30,000 K, a temperature still higher than what is permitted by photoionization models.

Despite uncertainties in the Te determination, the evidence points to a smooth rise from near 13,000 or 15,000 for Oii and Nii to Te ≈ 41,000 for ions like Nev, which require 97 eV.

Table 7 gives the fractional ionic concentrations obtained on the basis of an empirical temperature calibration. For each ion, we list the lines used, the adopted value of Te, the line intensity, and, finally, N(ion)/N(H+). The electron density is taken as ≈20,000, except for the [Sii] zone.

Table 7.

Fractional ionic concentration for NGC 6537

Ion Lines Tɛ Icorr N(ion) N(H+)
He i 6678 17000 3.18 7.37(−2)
4471 4.11 8.96(−2)
5876 13.0 6.00(−2)
He ii 4686 20100 112 1.00(−1)?
5412 8.46 5.70(−2)
C iii 1907/9 18000 131 9.70(−6)
C iv 1545/51 23000 313 3.30(−6)
N i 5198, 5200 6000 1.85 6.50(−5)
N ii 6548/84,5755 12500 483 4.84(−5)
N iii 1747-54 18000 105 3.02(−5)
N iv 1483/86 24000 163 9.82(−6)
N v 1239/43 34000 582 2.87(−6)
O i 6300/63 10800 1.15 9.93(−7)
O ii 7319/30 12700 15.1 2.62(−5)
O iii 4959, 5007, 4363 17700 1305 7.92(−5)
1666– 105 9.94(−5)
O iv 1397-1407 25000 9.03 1.86(−6)
Ne iii 3868, 3967 15900 141 1.87(−5)
Ne iv 4724/6,4714 30000 6.76 4.40(−6)
Ne v 3345/3426 40000 681* 1.33(−5)
1575 37.5 1.49(−5)
S ii 6717/31,4068/76 6200 22.9 6.98(−6)
S iii 6312/9069/9532 12000 121.8 3.08(−6)
Cl ii 8580 8600 0.3 4.10(−8)
Cl iii 5517/37 14000 1.30 4.97(−8)
Cl iv 7530/8045 23000 3.75 5.59(−8)
Ar iii 7135, 7751, 5192 14200 39.02 1.26(−6)
Ar iv 4711/40,7263/40+ 20000 37.27 7.02(−7)
Ar v 6435,7005 25000 27.30 5.57(−7)
Si iii 1882/92 18300 54.9 8.16(−7)
K iv 6102 25000 0.875 3.99(−8)
Ca v 5309 32000 0.266 1.79(−8)

X(−Y) implies X × 10Y. Nɛ = 20,000. 

*

From Feibelman, Aller, Keyes, and Czyzak (15). 

Discarded because of its uncertain intensity. 

Abundances

Table 8 gives for each element the sum of the ionic abundances with respect to ionized H. The third column gives the ionizational correction factor. These are taken from the best photoionization model and are subject to large uncertainties for elements represented by only one or two ionization stages, such as Si, K, or Ca.

Table 8.

Elemental abundances of NGC 6537

Element ΣN(ion)1 N(H+) ICF N(element) N(H+)
He i, ii 0.131 0.131
C iii, iv 1.30(−5) 1.600 2.08(−5)
N ii, iii, iv, v 9.13(−5) 1.087 9.92(−4)
O ii, iii, iv 1.17(−4) 1.215 1.42(−4)
Ne iii, iv, v 3.72(−4) 1.292 4.81(−5)
S ii, iii 1.00(−5) 2.994 2.99(−5)
Cl ii, iii, iv 1.47(−7) 1.894 2.78(−7)
Ar iii, iv, v 2.52(−6) 1.548 4.00(−6)
K iv 2.99(−8) 3.010 1.20(−7)
Ca v 1.79(−8) 7.143 1.28(−7)
Si iii 8.16(−7) 10.89 8.89(−6)

X1,X2(−Y) implies X1 × 10Y, X2 × 10Y. ICF, ionization correction factor. 

Table 9 compares three determinations of abundances in NGC 6537 with mean values for PN proposed by Kingsburgh and Barlow (22) and with solar values proposed by Grevesse and Noels (23). Feibelman et al. (15) observed the bright central core of NGC 6537 with an image scanner. Perinotto and Corradi (24) selected three positions of the nebular image (see their Figs. 1 and 3). They used optical region data only. Perhaps, in view of the uncertainties involved, the discordances are not surprising.

Table 9.

Comparison of abundances

Element NGC 6537
KB* Sun
OUR FAKC
He 0.131 0.189 0.11 0.1
C 2.08(−5) 4.0(−5) 6.48(−4) 3.55(−4)
N 9.92(−5) 8.9(−4) 1.40(−4) 9.33(−5)
O 1.42(−4) 1.7(−4) 4.93(−4) 7.41(−4)
Ne 4.81(−5): 1.25(−4) 1.17(−4)
S 2.99(−5) 8.08(−6) 1.62(−5)
Ar 4.00(−6) 2.42(−6) 3.98(−6)
Cl 2.78(−7) 1.66(−7) 3.88(−7)
Ca 1.28(−7) 2.29(−6)
K 1.20(−7) 1.35(−7)
Si 8.89(−6) 3.55(−5)

X(−Y) implies X × 10Y. OUR, The current estimates based on the model; FAKC, Feibelman et al. (15). :, Uncertainty estimated ≥50%. 

*

Average nebular abundances by Kingsburgh and Barlow (22). 

Grevesse and Noels (23). 

Average abundances by Aller and Czyzak (27). 

The larger helium abundance (15) may be more nearly correct for this type I PN. Carbon is less abundant than in the sun or a typical PN. Possibly, it has largely processed into N in the CNO cycle. N is uncertain and merits intensive further study. Discordances for O, Ne, and Ar are smaller. Sulfur presents a problem. The [Sii] emission arises in dense, cool blobs; the pertinent ionization correction factors seem poorly determined. Si, K, and Ca, observed only in one ionization state, are very uncertain.

NGC 6537 shows no extreme abundance anomaly with respect to the sun, with the possible exception of O, which may have been decreased by hot bottom burning, and, perhaps, calcium and silicon that are tied up in grains.

Concluding Remarks

NGC 6537 is one of the most remarkable high excitation PN known. It is an unusually high excitation object, showing electron temperatures as high as 40,000 K in the [Nev] region and as low as 6,500 K in the [Sii] filaments. Excitation by shock waves is prominent in this kinematically active nebula, so that a pure photoionization model, which seems adequate for many planetaries, fails here. The importance of high dispersion observations and accurate atomic parameters (1921) so that good plasma diagnostics can be obtained is amply demonstrated. This is very true for nebulae where the structural detail is not resolved.

Despite a fair amount of observational data (more than for some PN believed to be amenable to good abundance analyses), NGC 6537 presents formidable challenges. Further infrared data are urgently needed, not only to improve diagnostics, but because the effects of space absorption are less severe here.

Acknowledgments

W.A.F. is a guest observer with the IUE satellite, which is sponsored and operated by the National Aeronautics and Space Administration, by the European Space Agency, and by the Science and Engineering Council of the U.K. We are grateful for a grant from the STSI, National Aeronautics and Space Administration support for the IUE observations, and support from the University of California at Los Angeles research grants committee.

ABBREVIATIONS

PN

planetary nebula

IUE

International Ultraviolet Explorer

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