From cd7a607e5fc566a9d6401f0e3295cd91b32b2aeb Mon Sep 17 00:00:00 2001 From: David A Minton Date: Fri, 6 Aug 2021 12:21:03 -0400 Subject: [PATCH] Fixed initial conditions file for Helio gr test, and tested turning RHILL_PRESENT=NO input --- examples/helio_gr_test/init_cond.py | 1 + examples/helio_gr_test/param.swifter.in | 2 +- examples/helio_gr_test/param.swiftest.in | 1 + examples/helio_gr_test/pl.swifter.in | 48 +++++++++---------- examples/helio_gr_test/pl.swiftest.in | 32 ++++++------- .../helio_gr_test/swiftest_relativity.ipynb | 8 ++-- 6 files changed, 47 insertions(+), 45 deletions(-) diff --git a/examples/helio_gr_test/init_cond.py b/examples/helio_gr_test/init_cond.py index 8d197c6f4..5b378da74 100755 --- a/examples/helio_gr_test/init_cond.py +++ b/examples/helio_gr_test/init_cond.py @@ -24,6 +24,7 @@ sim.param['CHK_EJECT'] = 1000.0 sim.param['OUT_FORM'] = "EL" sim.param['OUT_STAT'] = "UNKNOWN" +sim.param['RHILL_PRESENT'] = "NO" sim.param['GR'] = 'YES' bodyid = { diff --git a/examples/helio_gr_test/param.swifter.in b/examples/helio_gr_test/param.swifter.in index 789250f41..acca6f7aa 100644 --- a/examples/helio_gr_test/param.swifter.in +++ b/examples/helio_gr_test/param.swifter.in @@ -21,7 +21,7 @@ CHK_QMIN_RANGE 0.004650467260962157 1000.0 EXTRA_FORCE NO BIG_DISCARD NO CHK_CLOSE YES +RHILL_PRESENT NO C 63241.07708426628 J2 4.7535806948127355e-12 J4 -2.2473967953572827e-18 -RHILL_PRESENT YES diff --git a/examples/helio_gr_test/param.swiftest.in b/examples/helio_gr_test/param.swiftest.in index ace6f3cad..f5a748693 100644 --- a/examples/helio_gr_test/param.swiftest.in +++ b/examples/helio_gr_test/param.swiftest.in @@ -25,6 +25,7 @@ DU2M 149597870700.0 EXTRA_FORCE NO BIG_DISCARD NO CHK_CLOSE YES +RHILL_PRESENT NO FRAGMENTATION NO ROTATION NO TIDES NO diff --git a/examples/helio_gr_test/pl.swifter.in b/examples/helio_gr_test/pl.swifter.in index 782e57140..f39e7af56 100644 --- a/examples/helio_gr_test/pl.swifter.in +++ b/examples/helio_gr_test/pl.swifter.in @@ -2,35 +2,35 @@ 0 39.476926408897625196 0.0 0.0 0.0 0.0 0.0 0.0 -1 6.5537098095653139645e-06 0.0014751234419554511911 +1 6.5537098095653139645e-06 1.6306381826061645943e-05 -0.13267502226188271353 0.2786606257975073886 0.010601098875389479426 --11.331978934667442676 4.8184460126705647045 1.4332264599878684131 -2 9.663313399581537916e-05 0.00675908960945781479 +-0.30949970210807342674 0.1619004125820537876 0.041620272188990829754 +-6.8742992150644793847 -8.672423996611946485 -0.078109307586001638286 +2 9.663313399581537916e-05 4.0453784346544178454e-05 --0.69398700025820403425 -0.19235393648106968723 0.03740673057980103272 -1.9245789988923785786 -7.1528261190002948057 -0.20922405362759749996 -3 0.000120026935827952453094 0.010044837538502923644 +-0.5567137338251560985 -0.46074173273652380134 0.02580196630219121906 +4.6580776303108450487 -5.726444072926637749 -0.3473859047161406309 +3 0.000120026935827952453094 4.25875607065040958e-05 -0.49463573470256239073 -0.8874896493821613497 4.051630875713834232e-05 -5.386704768180099809 3.0357508899436080915 -0.00016218409216515533796 -4 1.2739802010675941456e-05 0.0072467236860282326973 +0.6978790186886838498 -0.73607603319120218366 3.261671020506711323e-05 +4.4579240279134950613 4.300011122687349501 -0.00022055769049333364448 +4 1.2739802010675941456e-05 2.265740805092889601e-05 --1.5655322071100350456 0.56626121192188216824 0.050269397991054412533 --1.5477080637857006753 -4.370087697214287981 -0.05361768768801557225 -5 0.037692251088985676735 0.35527094075555771578 +-1.617661473167097963 0.38314370807747849534 0.04771055403546069218 +-0.98751874613118001086 -4.5371239937302254657 -0.07086074102213555221 +5 0.037692251088985676735 0.00046732617030490929307 -4.0891378954287338487 -2.9329188614380639066 -0.07930573161132697946 -1.575024788882753283 2.3719591091996699917 -0.045089307261129988257 -6 0.011285899820091272997 0.43765464106459166412 +4.1527454588897487753 -2.8347492039446908763 -0.081136554176388195336 +1.5225069137843642898 2.4087104911325327961 -0.044067446366273183833 +6 0.011285899820091272997 0.00038925687730393611812 -6.3349788609660162564 -7.674600716671800882 -0.11868650931385750502 -1.4598618704191345578 1.2948691245181617393 -0.080593167691228835176 -7 0.0017236589478267730203 0.46956055286931676728 +6.39471595410062843 -7.621162747287802297 -0.121992225877669294154 +1.4493167787574136286 1.3075474785896286071 -0.08039429377859412155 +7 0.0017236589478267730203 0.00016953449859497231466 -14.832516206189200858 13.032608531076540714 -0.14378102535616668622 --0.9573374666934839659 1.014553546383260322 0.016118112341773867214 -8 0.0020336100526728302319 0.7813163071687303693 +14.793135356927480828 13.074218343364380601 -0.14311846037737518955 +-0.9605086875596024784 1.0118431725941020164 0.016148779866732710198 +8 0.0020336100526728302319 0.000164587904124493665 -29.561664938083289655 -4.6012285192418387325 -0.586585578731106283 -0.17051705220469790965 1.1424784769020628332 -0.027423757798549895085 +29.568629894896030663 -4.5543028991960081697 -0.58771107137394917874 +0.16867624969736024011 1.1427992197933557251 -0.027387722828706092838 diff --git a/examples/helio_gr_test/pl.swiftest.in b/examples/helio_gr_test/pl.swiftest.in index 10d425453..b624d25ba 100644 --- a/examples/helio_gr_test/pl.swiftest.in +++ b/examples/helio_gr_test/pl.swiftest.in @@ -1,33 +1,33 @@ 8 1 6.5537098095653139645e-06 1.6306381826061645943e-05 -0.13267502226188271353 0.2786606257975073886 0.010601098875389479426 --11.331978934667442676 4.8184460126705647045 1.4332264599878684131 +-0.30949970210807342674 0.1619004125820537876 0.041620272188990829754 +-6.8742992150644793847 -8.672423996611946485 -0.078109307586001638286 2 9.663313399581537916e-05 4.0453784346544178454e-05 --0.69398700025820403425 -0.19235393648106968723 0.03740673057980103272 -1.9245789988923785786 -7.1528261190002948057 -0.20922405362759749996 +-0.5567137338251560985 -0.46074173273652380134 0.02580196630219121906 +4.6580776303108450487 -5.726444072926637749 -0.3473859047161406309 3 0.000120026935827952453094 4.25875607065040958e-05 -0.49463573470256239073 -0.8874896493821613497 4.051630875713834232e-05 -5.386704768180099809 3.0357508899436080915 -0.00016218409216515533796 +0.6978790186886838498 -0.73607603319120218366 3.261671020506711323e-05 +4.4579240279134950613 4.300011122687349501 -0.00022055769049333364448 4 1.2739802010675941456e-05 2.265740805092889601e-05 --1.5655322071100350456 0.56626121192188216824 0.050269397991054412533 --1.5477080637857006753 -4.370087697214287981 -0.05361768768801557225 +-1.617661473167097963 0.38314370807747849534 0.04771055403546069218 +-0.98751874613118001086 -4.5371239937302254657 -0.07086074102213555221 5 0.037692251088985676735 0.00046732617030490929307 -4.0891378954287338487 -2.9329188614380639066 -0.07930573161132697946 -1.575024788882753283 2.3719591091996699917 -0.045089307261129988257 +4.1527454588897487753 -2.8347492039446908763 -0.081136554176388195336 +1.5225069137843642898 2.4087104911325327961 -0.044067446366273183833 6 0.011285899820091272997 0.00038925687730393611812 -6.3349788609660162564 -7.674600716671800882 -0.11868650931385750502 -1.4598618704191345578 1.2948691245181617393 -0.080593167691228835176 +6.39471595410062843 -7.621162747287802297 -0.121992225877669294154 +1.4493167787574136286 1.3075474785896286071 -0.08039429377859412155 7 0.0017236589478267730203 0.00016953449859497231466 -14.832516206189200858 13.032608531076540714 -0.14378102535616668622 --0.9573374666934839659 1.014553546383260322 0.016118112341773867214 +14.793135356927480828 13.074218343364380601 -0.14311846037737518955 +-0.9605086875596024784 1.0118431725941020164 0.016148779866732710198 8 0.0020336100526728302319 0.000164587904124493665 -29.561664938083289655 -4.6012285192418387325 -0.586585578731106283 -0.17051705220469790965 1.1424784769020628332 -0.027423757798549895085 +29.568629894896030663 -4.5543028991960081697 -0.58771107137394917874 +0.16867624969736024011 1.1427992197933557251 -0.027387722828706092838 diff --git a/examples/helio_gr_test/swiftest_relativity.ipynb b/examples/helio_gr_test/swiftest_relativity.ipynb index 03948cdf7..db7a4926e 100644 --- a/examples/helio_gr_test/swiftest_relativity.ipynb +++ b/examples/helio_gr_test/swiftest_relativity.ipynb @@ -116,15 +116,15 @@ "Mean precession rate for Mercury long. peri. (arcsec/100 y)\n", "JPL Horizons : 571.3210506300043\n", "Swifter GR : 571.6183105524942\n", - "Swiftest GR : 571.6157754511288\n", + "Swiftest GR : 571.5701928436062\n", "Obs - Swifter : -0.2972599224899675\n", - "Obs - Swiftest : -0.2947248211246545\n", - "Swiftest - Swifter: -0.0025351013653107657\n" + "Obs - Swiftest : -0.2491422136018948\n", + "Swiftest - Swifter: -0.04811770888807132\n" ] }, { "data": { - "image/png": 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\n", 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\n", 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