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Table 4

Theoretical frequencies of the best-fitting model.

νmod(l,np,ng) β k,l νmod(l,np,ng) β k,l νmod(l,np,ng) β k,l νmod(l,np,ng) β k,l
(μHz) (μHz) (μHz) (μHz)

79.937(0, 0, 0) 74.128(2, 0, 85) 0.833 221.105(2, 6, 27) 0.873 116.235(3, 1, 75) 0.925
103.356(0, 1, 0) 75.014(2, 0, 84) 0.834 225.913(2, 6, 26) 0.888 117.557(3, 2, 75) 0.923
128.796(0, 2, 0) 75.922(2, 0, 83) 0.834 230.117(2, 6, 25) 0.882 119.007(3, 2, 74) 0.920
154.668(0, 3, 0) 76.841(2, 0, 82) 0.836 236.592(2, 6, 24) 0.855 120.572(3, 2, 73) 0.919
179.930(0, 4, 0) 77.728(2, 0, 81) 0.841 245.080(2, 6, 23) 0.845 122.221(3, 2, 72) 0.918
204.942(0, 5, 0) 78.510(2, 0, 80) 0.850 253.222(2, 7, 23) 0.923 123.923(3, 2, 71) 0.918
230.740(0, 6, 0) 79.277(2, 0, 79) 0.848 255.491(2, 7, 22) 0.862 125.593(3, 2, 70) 0.917
257.460(0, 7, 0) 80.189(2, 0, 78) 0.842 265.949(2, 7, 21) 0.838 126.824(3, 2, 69) 0.918
284.964(0, 8, 0) 81.191(2, 0, 77) 0.840 277.822(2, 8, 21) 0.841 127.976(3, 2, 68) 0.919
313.007(0, 9, 0) 82.234(2, 0, 76) 0.840 281.162(2, 8, 20) 0.953 129.714(3, 2, -67) 0.919
341.328(0,10, 0) 83.301(2, 0, 75) 0.841 291.148(2, 8, 19) 0.837 131.609(3, 2, 66) 0.919
84.368(2, 0, 74) 0.844 305.609(2, 9, 19) 0.839 133.536(3, 2, 65) 0.921
73.770(1, 0, 49) 0.506 85.377(2, 0, 73) 0.851 309.331(2, 9, 18) 0.962 135.400(3, 2, 64) 0.926
75.163(1, 0, 48) 0.506 86.294(2, 1, 73) 0.851 321.765(2, 9, 17) 0.836 137.101(3, 2, 63) 0.931
76.709(1, 0, 47) 0.507 87.298(2, 1, 72) 0.842 337.707(2,10, 17) 0.963 138.850(3, 2, 62) 0.926
78.364(1, 0, 46) 0.510 88.458(2, 1, 71) 0.837 140.875(3, 2, 61) 0.922
80.079(1, 0, 45) 0.532 89.711(2, 1, 70) 0.835 73.365(3, 0, 122) 0.915 143.104(3, 2, 60) 0.920
81.427(1, 0, 44) 0.784 91.017(2, 1, 69) 0.834 73.966(3, 0, 121) 0.915 145.460(3, 2, 59) 0.919
82.262(1, 0, 43) 0.605 92.357(2, 1, 68) 0.834 74.573(3, 0, 120) 0.915 147.905(3, 3, 59) 0.919
84.045(1, 1, 43) 0.513 93.700(2, 1, 67) 0.834 75.176(3, 0, 119) 0.914 150.404(3, 3, 58) 0.919
86.042(1, 1, 42) 0.505 94.961(2, 1, 66) 0.834 75.741(3, 0, 118) 0.912 152.752(3, 3, 57) 0.923
88.135(1, 1, 41) 0.504 96.060(2, 1, 65) 0.835 76.259(3, 0, 117) 0.913 154.085(3, 3, 56) 0.927
90.289(1, 1, 40) 0.504 97.268(2, 1, 64) 0.835 76.826(3, 0, 116) 0.915 156.107(3, 3, 55) 0.921
92.440(1, 1, 39) 0.506 98.704(2, 1, 63) 0.835 77.463(3, 0, 115) 0.917 158.756(3, 3, 54) 0.922
94.501(1, 1, 38) 0.510 100.261(2, 1, 62) 0.836 78.126(3, 0, 114) 0.917 161.419(3, 3, 53) 0.926
96.588(1, 1, 37) 0.512 101.882(2, 1, 61) 0.837 78.795(3, 0, 113) 0.918 163.877(3, 3, 52) 0.933
98.956(1, 1, 36) 0.511 103.525(2, 1, 60) 0.841 79.467(3, 0, 112) 0.919 166.324(3, 3, 51) 0.929
101.614(1, 1, 35) 0.515 105.094(2, 1, 59) 0.853 80.136(3, 0, 111) 0.921 169.171(3, 3, 50) 0.923
104.448(1, 1, 34) 0.542 106.458(2, 1, 58) 0.866 80.781(3, 0, 110) 0.923 172.358(3, 3, 49) 0.920
106.628(1, 1, 33) 0.809 107.890(2, 1, 57) 0.853 81.405(3, 0, 109) 0.923 175.756(3, 4, 49) 0.919
108.119(1, 2, 33) 0.584 109.624(2, 1, 56) 0.843 82.070(3, 0, 108) 0.921 179.227(3, 4, 48) 0.921
111.257(1, 2, 32) 0.510 111.535(2, 1, 55) 0.839 82.795(3, 0, 107) 0.920 181.057(3, 4, 47) 0.942
114.802(1, 2, 31) 0.504 113.545(2, 2, 55) 0.838 83.560(3, 0, 106) 0.919 183.359(3, 4, 46) 0.921
118.595(1, 2, 30) 0.504 115.605(2, 2, 54) 0.839 84.349(3, 0, 105) 0.919 187.183(3, 4, 45) 0.920
122.602(1, 2, 29) 0.506 117.600(2, 2, 53) 0.843 85.157(3, 0, 104) 0.918 191.181(3, 4, 44) 0.922
126.726(1, 2, 28) 0.522 119.260(2, 2, 52) 0.846 85.981(3, 0, 103) 0.919 195.152(3, 4, 43) 0.927
130.331(1, 2, 27) 0.673 120.950(2, 2, 51) 0.839 86.813(3, 0, 102) 0.919 198.767(3, 4, 42) 0.935
132.705(1, 2, 26) 0.713 123.113(2, 2, 50) 0.837 87.637(3, 0, 101) 0.920 202.195(3, 5, 42) 0.931
136.429(1, 3, 26) 0.562 125.507(2, 2, 49) 0.837 88.426(3, 0, 100) 0.922 206.064(3, 5, 41) 0.927
140.721(1, 3, 25) 0.528 127.980(2, 2, 48) 0.842 89.186(3, 1, 100) 0.922 208.194(3, 5, 40) 0.951
145.499(1, 3, 24) 0.515 130.328(2, 2, 47) 0.858 89.977(3, 1, 99) 0.921 211.473(3, 5, 39) 0.925
151.060(1, 3, 23) 0.516 132.312(2, 2, 46) 0.871 90.837(3, 1, 98) 0.919 216.489(3, 5, 38) 0.920
157.146(1, 3, 22) 0.586 134.571(2, 2, 45) 0.852 91.753(3, 1, 97) 0.918 221.926(3, 5, 37) 0.919
159.957(1, 3, 21) 0.872 137.350(2, 2, 44) 0.842 92.707(3, 1, 96) 0.918 227.679(3, 6, 37) 0.919
164.999(1, 4, 21) 0.518 140.383(2, 3, 44) 0.840 93.688(3, 1, 95) 0.917 233.424(3, 6, 36) 0.936
172.796(1, 4, 20) 0.506 143.525(2, 3, 43) 0.841 94.688(3, 1, 94) 0.917 234.266(3, 6, 35) 0.944
181.381(1, 4, 19) 0.537 146.442(2, 3, 42) 0.852 95.696(3, 1, 93) 0.917 240.137(3, 6, 34) 0.920
184.971(1, 4, 18) 0.946 148.490(2, 3, 41) 0.857 96.678(3, 1, 92) 0.916 246.672(3, 6, 33) 0.922
191.532(1, 5, 18) 0.513 151.285(2, 3, 40) 0.842 97.559(3, 1, 91) 0.914 253.285(3, 6, 32) 0.924
202.262(1, 5, 17) 0.511 154.841(2, 3, 39) 0.841 98.379(3, 1, 90) 0.913 259.690(3, 7, 32) 0.930
209.971(1, 5, 16) 0.950 158.600(2, 3, 38) 0.847 99.335(3, 1, 89) 0.915 261.738(3, 7, 31) 0.961
214.936(1, 6, 16) 0.534 162.205(2, 3, 37) 0.867 100.404(3, 1, 88) 0.916 266.698(3, 7, 30) 0.926
228.286(1, 6, 15) 0.519 165.256(2, 3, 36) 0.879 101.508(3, 1, 87) 0.917 274.132(3, 7, 29) 0.923
236.146(1, 6, 14) 0.940 168.714(2, 4, 36) 0.853 102.583(3, 1, 86) 0.919 282.527(3, 7, 28) 0.920
244.380(1, 7, 14) 0.531 172.920(2, 4, 35) 0.844 103.550(3, 1, 85) 0.923 289.899(3, 8, 28) 0.969
259.795(1, 7, 13) 0.673 176.887(2, 4, 34) 0.867 104.500(3, 1, 84) 0.923 291.819(3, 8, 27) 0.920
264.796(1, 7, 12) 0.787 179.615(2, 4, 33) 0.876 105.609(3, 1, 83) 0.921 301.852(3, 8, 26) 0.919
281.150(1, 8, 12) 0.564 183.967(2, 4, 32) 0.848 106.840(3, 1, 82) 0.919 312.725(3, 9, 26) 0.918
290.383(1, 8, 11) 0.861 189.361(2, 4, 31) 0.843 108.142(3, 1, 81) 0.919 318.626(3, 9, 25) 0.974
305.164(1, 9, 11) 0.591 195.099(2, 5, 31) 0.846 109.493(3, 1, 80) 0.919 324.479(3, 9, 24) 0.918
316.966(1, 9, 10) 0.810 199.571(2, 5, 30) 0.895 110.875(3, 1, 79) 0.919 337.177(3, 9, 23) 0.918
332.335(1,10, 10) 0.665 202.435(2, 5, 29) 0.859 112.270(3, 1, 78) 0.920
208.527(2, 5, 28) 0.847 113.646(3, 1, 77) 0.922
73.274(2, 0, 86) 0.833 215.073(2, 5, 27) 0.855 114.966(3, 1, 76) 0.924

Notes. νmod represents model frequency in μHz. np is the number of radial nodes in propagation cavity of p-mode. ng is the number of radial nodes in propagation cavity of g-mode. βk,l is one parameter weight the size of rotational splitting.

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