Table 1.

Internal motion parameters for OmpA as analyzed by the extended model-free formalism ^a

Residue	2°	Internal model	S2	Sf2	Ss2	τe (ps)	τf (ps)	τs (ns)
K3	N	{S2, $S_f^2$, τf,τs}	0.601	0.941	0.639		57.5	17.3
D4		{S2, τe}	0.909			775.1
N5		{S2, $S_f^2$τs}	0.856	0.920	0.930			3.8
T6	β1	N/M
W7		{S2, $S_f^2$τf, τs}	0.712	0.947	0.752		95.7	22.6
Y8		{S2, τe}	0.598			21325.0
T9		{S2, $S_f^2$τf, τs}	0.660	0.971	0.680		246.5	19.2
G10		{S2, $S_f^2$τf, τs}	0.681	0.900	0.757		29.2	6.5
A11		{S2, τe}	0.838			685.2
K12		{S2, $S_f^2$τf, τs}	0.622	0.987	0.630		62.6	34.3
L13		{S2, $S_f^2$τf, τs}	0.661	0.984	0.672		63.3	29.1
G14		{S2, τe}	0.883			1723.9
F15		{S2, $S_f^2$τf, τs}	0.598	0.977	0.612		368.7	25.6
S16		{S2, $S_f^2$τs}	0.601	0.837	0.718			1.8
Q17	L1	{S2, $S_f^2$τf, τs}	0.557	0.929	0.600		580.8	8.8
Y18		{S2, $S_f^2$τf, τs}	0.304	0.712	0.428		66.7	2.8
D20		{S2, $S_f^2$τf, τs}	0.295	0.822	0.359		495.8	7.2
T21		{S2, $S_f^2$τs}	0.304	0.825	0.369			1.3
G22		{S2, $S_f^2$τf, τs}	0.182	0.611	0.297		120.6	3.9
I24		{S2, $S_f^2$τs}	0.131	0.882	0.148			1.2
N25		{S2, $S_f^2$τs}	0.113	0.843	0.134			1.1
N26		{S2, $S_f^2$τf, τs}	0.151	0.662	0.229		79.6	2.1
E32		{S2, $S_f^2$τf, τs}	0.336	0.781	0.431		125.9	5.4
N33		{S2, $S_f^2$τf, τs}	0.366	0.741	0.495		60.3	5.5
Q34	β2	{S2, $S_f^2$τf, τs}	0.623	0.902	0.691		68.1	9.1
G36		{S2, $S_f^2$τf, τs}	0.577	0.965	0.598		115.8	25.6
A37		{S2, $S_f^2$τf, τs}	0.501	0.962	0.521		236.7	23.3
G38		{S2, τe}	0.570			20775.2
A39		{S2, $S_f^2$τf, τs}	0.764	0.970	0.788		281.6	11.5
F40		{S2, τe}	0.742			15597.0
G41		{S2, τe}	0.931			2722.1
G42		{S2, τe}	0.734			16825.6
Y43		{S2, τe}	0.724			20239.5
Q44		{S2, τe}	0.949			1235.2
V45		{S2, τe}	0.820			7718.2
N46	T1	{S2, τe}	0.675			386.5
Y48		{S2}	0.929
V49	β3	{S2, $S_f^2$τf, τs}	0.527	0.944	0.558		167.8	20.0
G50		{S2, $S_f^2$τf, τs}	0.781	0.982	0.795		64.7	28.0
F51		{S2, $S_f^2$τf, τs}	0.820	0.971	0.845		82.8	10.3
E52		{S2, $S_f^2$τf, τs}	0.831	0.981	0.848		143.3	21.1
M53		{S2, τe}	0.863			8755.5
G54		N/M
Y55		{S2, τe}	0.949			3771.5
Y63	L2	{S2, $S_f^2$τf, τs}	0.433	0.804	0.539		121.6	3.9
K64		{S2, $S_f^2$τf, τs}	0.413	0.797	0.519		232.2	6.3
G65		{S2, τe}	0.446			882.6
V67		{S2, $S_f^2$τf, τs}	0.126	0.547	0.230		99.8	2.9
E68		{S2, $S_f^2$τs}	0.195	0.816	0.240			1.1
N69		{S2, $S_f^2$τs}	0.107	0.732	0.147			1.1
A71		{S2, $S_f^2$τf, τs}	0.279	0.649	0.431		71.3	3.7
Y72		{S2, $S_f^2$τf, τs}	0.666	0.836	0.797		366.4	2.0
V77	β4	{S2, τe}	0.927			774.3
Q78		{S2, τe}	0.935			1044.1
L79		{S2, $S_f^2$τs}	0.572	0.992	0.576			23.5
T80		{S2, τe}	0.806			14921.2
A81		{S2, τe}	0.865			23784.9
K82		{S2, τe}	0.959			138.3
L83		{S2, τe}	0.865			1369.7
G84		{S2, τe}	0.954			180.6
Y85		{S2, τe}	0.956			871.1
I87	T2	{S2, $S_f^2$τf, τs}	0.392	0.911	0.430		325.6	25.0
D89		{S2,$S_f^2$ τs}	0.742	0.859	0.864			2.0
D90		{S2, $S_f^2$τs}	0.863	0.951	0.908			0.8
L91	β5	{S2, $S_f^2$τs}	0.681	0.869	0.783			5.3
D92		{S2, τe}	0.958			1515.8
I93		{S2, τe}	0.925			3146.7
Y94		{S2, τe}	0.986			738.3
T95		{S2, τe}	0.985			169.6
R96		N/M
L97		{S2, $S_f^2$τs}	0.861	0.941	0.914			2.0
G99		{S2, τe}	0.967			1441.3
M100		{S2, τe}	0.977			745.3
V101		{S2, τe}	0.497			24680.7
F102		N/M
R103		N/M
V110	L3	{S2, $S_f^2$τf, τs}	0.285	0.654	0.436		67.2	3.1
Y111		{S2, $S_f^2$τf, τs}	0.297	0.783	0.380		54.6	1.6
G112		{S2, $S_f^2$τf, τs}	0.185	0.609	0.303		77.2	2.7
K113		{S2, $S_f^2$τf, τs}	0.186	0.635	0.293		39.7	1.6
N114		{S2, $S_f^2$τf, τs}	0.153	0.577	0.264		67.7	2.1
T117		{S2, $S_f^2$τs}	0.528	0.865	0.611			0.9
G118	β6	{S2, τe}	0.727			2343.5
V119		{S2, $S_f^2$τf, τs}	0.653	0.823	0.794		60.3	3.6
G125		{S2, τe}	0.949			4126.3
G126		{S2, τe}	0.975			5644.8
V127		{S2, τe}	0.958			3531.9
E128		{S2, τe}	0.982			6837.4
Y129		{S2, $S_f^2$τs}	0.740	0.863	0.857			1.9
A130		{S2, $S_f^2$τf, τs}	0.856	0.950	0.901		268.7	10.1
I131	T3	{S2, $S_f^2$τf, τs}	0.644	0.929	0.693		222.3	19.9
T132		{S2, τe}	0.905			2654.8
E134		{S2, τe}	0.941			158.9
I135	β7	{S2, $S_f^2$τf, τs}	0.624	0.837	0.745		34.7	9.2
A136		{S2, $S_f^2$τf, τs}	0.797	0.976	0.817		127.1	16.2
T137		{S2, τe}	0.891			1158.1
R138		{S2, τe}	0.916			2899.4
L139		{S2, $S_f^2$τf, τs}	0.813	0.970	0.838		85.2	14.5
E140		{S2, τe}	0.967			2278.3
Y141		{S2, τe}	0.964			2109.0
Q142		{S2, τe}	0.978			3246.8
I147	L4	{S2, τe}	0.642			20.2
G148		{S2, $S_f^2$τs}	0.325	0.959	0.339			1.5
D149		{S2, $S_f^2$τf, τs}	0.297	0.807	0.368		92.5	1.5
A150		{S2, $S_f^2$τs}	0.435	0.857	0.507			1.2
I153		{S2, $S_f^2$τf, τs}	0.151	0.578	0.262		64.7	2.7
G154		{S2, $S_f^2$τf, τs}	0.217	0.636	0.341		147.4	3.7
T155		{S2, $S_f^2$τf, τs}	0.321	0.679	0.473		100.5	2.0
R156		{S2, $S_f^2$τf, τs}	0.343	0.645	0.532		130.1	4.0
D158		{S2, $S_f^2$τf, τs}	0.255	0.648	0.394		82.5	2.1
N159		{S2, τe}	0.832			84.8
L162		{S2, $S_f^2$τf, τs}	0.684	0.841	0.814		62.3	4.6
S163		{S2, τe}	0.941			2922.1
L164		{S2, $S_f^2$τf, τs}	0.810	0.973	0.833		134.4	15.0
G165	β8	{S2, $S_f^2$τs}	0.878	0.933	0.940			1.3
V166		{S2, τe}	0.780			22728.5
S167		{S2, $S_f^2$τf, τs}	0.767	0.962	0.798		178.7	14.8
Y168		{S2, $S_f^2$τf, τs}	0.657	0.979	0.671		245.2	21.6
R169		{S2, τe}	0.940			51.4
F170	C	{S2, $S_f^2$τf, τs}	0.570	0.964	0.592		97.2	16.0
G171		{S2, $S_f^2$τs}	0.859	0.924	0.930			1.1
Q172		{S2, $S_f^2$τf, τs}	0.835	0.919	0.909		177.4	7.0
G173		{S2, $S_f^2$τf, τs}	0.368	0.735	0.501		44.2	1.2
E174		{S2, $S_f^2$τf, τs}	0.140	0.537	0.260		72.8	1.9
A175		{S2, $S_f^2$τf, τs}	0.096	0.448	0.215		56.2	0.7
A176		{S2, $S_f^2$τf, τs}	0.026	0.175	0.151		61.2	0.5

^aThe analysis was performed using the program Relax[21, 22] without the parameter R_ex. N/M, no model.