From 9f4d0713fdd9bcb152eff8d846637a446b6f7430 Mon Sep 17 00:00:00 2001 From: David A Minton Date: Fri, 6 Aug 2021 12:43:18 -0400 Subject: [PATCH] Fixed initial conditions for RMVS 8pl_8tp test case --- .../8pl_16tp_encounters/cb.swiftest.in | 4 +- .../8pl_16tp_encounters/init_cond.py | 1 + .../8pl_16tp_encounters/param.swifter.in | 4 +- .../8pl_16tp_encounters/pl.in | 48 ++++++------- .../8pl_16tp_encounters/pl.swifter.in | 48 ++++++------- .../8pl_16tp_encounters/pl.swiftest.in | 48 ++++++------- .../swiftest_rmvs_vs_swifter_rmvs.ipynb | 26 +++---- .../8pl_16tp_encounters/tp.in | 68 +++++++++---------- 8 files changed, 124 insertions(+), 123 deletions(-) diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/cb.swiftest.in b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/cb.swiftest.in index 2e8d49f62..81c636655 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/cb.swiftest.in +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/cb.swiftest.in @@ -1,5 +1,5 @@ 0 0.00029591220819207774 0.004650467260962157 -0.0 -0.0 +4.7535806948127355e-12 +-2.2473967953572827e-18 diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/init_cond.py b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/init_cond.py index 094b261f0..49d017b86 100755 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/init_cond.py +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/init_cond.py @@ -37,6 +37,7 @@ sim.param['OUT_STAT'] = "UNKNOWN" sim.param['GR'] = 'NO' sim.param['CHK_CLOSE'] = 'YES' +sim.param['RHILL_PRESENT'] = 'YES' sim.param['MU2KG'] = swiftest.MSun sim.param['TU2S'] = swiftest.JD2S diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/param.swifter.in b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/param.swifter.in index 6a283276e..36dd2060f 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/param.swifter.in +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/param.swifter.in @@ -22,5 +22,5 @@ EXTRA_FORCE NO BIG_DISCARD NO CHK_CLOSE YES RHILL_PRESENT YES -J2 0.0 -J4 0.0 +J2 4.7535806948127355e-12 +J4 -2.2473967953572827e-18 diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.in b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.in index 86a616119..207dd84f6 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.in +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.in @@ -1,33 +1,33 @@ 8 -1 4.9125474498983623693e-11 0.0014751239400086721089 +1 4.9125474498983623693e-11 0.001475124456355905224 1.6306381826061645943e-05 --0.09861361766419070307 0.29750596935836171042 0.03335708456145129036 --0.032353632540864457612 -0.0078122718370876240157 0.0023293874953380202045 -2 7.243452483873646905e-10 0.0067590794275223005208 +-0.30949970210807342674 0.1619004125820537876 0.041620272188990829754 +-0.018820805516945871005 -0.023743802865467341506 -0.00021385162925667799668 +2 7.243452483873646905e-10 0.006759069616556246028 4.0453784346544178454e-05 --0.6439817957564198947 -0.3248550380869373866 0.032702713983447248558 -0.008969709495375973937 -0.018153139924556138673 -0.0007667345025597138231 -3 8.9970113821660187435e-10 0.010044873080337524463 +-0.5567137338251560985 -0.46074173273652380134 0.02580196630219121906 +0.012753121506668980284 -0.015678149412530151263 -0.0009510907726656827677 +3 8.9970113821660187435e-10 0.010044908171483009529 4.25875607065040958e-05 -0.59421674333603324847 -0.82331253628773626296 3.7129329104855261984e-05 -0.013670550280388280365 0.010004295439859960809 -5.226292361234363611e-07 -4 9.549535102761465607e-11 0.0072467054748629370034 +0.6978790186886838498 -0.73607603319120218366 3.261671020506711323e-05 +0.012205130808798069983 0.0117727888369263504476 -6.0385404652521189453e-07 +4 9.549535102761465607e-11 0.0072466797341124641736 2.265740805092889601e-05 --1.592721551706784977 0.48166390206865000723 0.049163460846716633412 --0.0035287723306552309585 -0.01219974682608557931 -0.00016910795626524249315 -5 2.825345908631354893e-07 0.35527074967975702942 +-1.617661473167097963 0.38314370807747849534 0.04771055403546069218 +-0.0027036789764029569086 -0.012421968497550240837 -0.00019400613558421780209 +5 2.825345908631354893e-07 0.35527079166215922855 0.00046732617030490929307 -4.119089774477131094 -2.8872942462256898644 -0.080165336328135106125 -0.004245402942744468111 0.0065414198811065849687 -0.00012215100047356211078 -6 8.459715183006415395e-08 0.4376562090257202473 +4.1527454588897487753 -2.8347492039446908763 -0.081136554176388195336 +0.0041683967523185880624 0.0065946899141205552256 -0.00012065009272080269359 +6 8.459715183006415395e-08 0.43765832419088212185 0.00038925687730393611812 -6.3629100567525149756 -7.649727796147929304 -0.12023019299387090186 -0.0039834472120812329868 0.0035613826786502411278 -0.00022039988214595340028 -7 1.2920249163736673626e-08 0.4695793205674148502 +6.39471595410062843 -7.621162747287802297 -0.121992225877669294154 +0.0039680130835247464163 0.0035798698934692090544 -0.00022010758050265331019 +7 1.2920249163736673626e-08 0.46960112247450473807 0.00016953449859497231466 -14.814154683311180349 13.052040295401360126 -0.14347198499748289868 --0.002625101393275708784 0.0027742356008832688187 4.416821810149910185e-05 -8 1.5243589003230834323e-08 0.7813388398513013378 +14.793135356927480828 13.074218343364380601 -0.14311846037737518955 +-0.0026297294662822792016 0.0027702756265410048361 4.4212949669357180555e-05 +8 1.5243589003230834323e-08 0.78136567314580814177 0.000164587904124493665 -29.564924658285640646 -4.579331535234244299 -0.5871109926822926095 -0.00046449847307956888343 0.003128345390031967918 -7.5036135696161668576e-05 +29.568629894896030663 -4.5543028991960081697 -0.58771107137394917874 +0.00046181040300440859715 0.0031288137434451902125 -7.498349850432879627e-05 diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swifter.in b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swifter.in index 595cdc169..3179473c0 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swifter.in +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swifter.in @@ -2,35 +2,35 @@ 0 0.00029591220819207775568 0.0 0.0 0.0 0.0 0.0 0.0 -1 4.9125474498983623693e-11 0.0014751239400086721089 +1 4.9125474498983623693e-11 0.001475124456355905224 1.6306381826061645943e-05 --0.09861361766419070307 0.29750596935836171042 0.03335708456145129036 --0.032353632540864457612 -0.0078122718370876240157 0.0023293874953380202045 -2 7.243452483873646905e-10 0.0067590794275223005208 +-0.30949970210807342674 0.1619004125820537876 0.041620272188990829754 +-0.018820805516945871005 -0.023743802865467341506 -0.00021385162925667799668 +2 7.243452483873646905e-10 0.006759069616556246028 4.0453784346544178454e-05 --0.6439817957564198947 -0.3248550380869373866 0.032702713983447248558 -0.008969709495375973937 -0.018153139924556138673 -0.0007667345025597138231 -3 8.9970113821660187435e-10 0.010044873080337524463 +-0.5567137338251560985 -0.46074173273652380134 0.02580196630219121906 +0.012753121506668980284 -0.015678149412530151263 -0.0009510907726656827677 +3 8.9970113821660187435e-10 0.010044908171483009529 4.25875607065040958e-05 -0.59421674333603324847 -0.82331253628773626296 3.7129329104855261984e-05 -0.013670550280388280365 0.010004295439859960809 -5.226292361234363611e-07 -4 9.549535102761465607e-11 0.0072467054748629370034 +0.6978790186886838498 -0.73607603319120218366 3.261671020506711323e-05 +0.012205130808798069983 0.0117727888369263504476 -6.0385404652521189453e-07 +4 9.549535102761465607e-11 0.0072466797341124641736 2.265740805092889601e-05 --1.592721551706784977 0.48166390206865000723 0.049163460846716633412 --0.0035287723306552309585 -0.01219974682608557931 -0.00016910795626524249315 -5 2.825345908631354893e-07 0.35527074967975702942 +-1.617661473167097963 0.38314370807747849534 0.04771055403546069218 +-0.0027036789764029569086 -0.012421968497550240837 -0.00019400613558421780209 +5 2.825345908631354893e-07 0.35527079166215922855 0.00046732617030490929307 -4.119089774477131094 -2.8872942462256898644 -0.080165336328135106125 -0.004245402942744468111 0.0065414198811065849687 -0.00012215100047356211078 -6 8.459715183006415395e-08 0.4376562090257202473 +4.1527454588897487753 -2.8347492039446908763 -0.081136554176388195336 +0.0041683967523185880624 0.0065946899141205552256 -0.00012065009272080269359 +6 8.459715183006415395e-08 0.43765832419088212185 0.00038925687730393611812 -6.3629100567525149756 -7.649727796147929304 -0.12023019299387090186 -0.0039834472120812329868 0.0035613826786502411278 -0.00022039988214595340028 -7 1.2920249163736673626e-08 0.4695793205674148502 +6.39471595410062843 -7.621162747287802297 -0.121992225877669294154 +0.0039680130835247464163 0.0035798698934692090544 -0.00022010758050265331019 +7 1.2920249163736673626e-08 0.46960112247450473807 0.00016953449859497231466 -14.814154683311180349 13.052040295401360126 -0.14347198499748289868 --0.002625101393275708784 0.0027742356008832688187 4.416821810149910185e-05 -8 1.5243589003230834323e-08 0.7813388398513013378 +14.793135356927480828 13.074218343364380601 -0.14311846037737518955 +-0.0026297294662822792016 0.0027702756265410048361 4.4212949669357180555e-05 +8 1.5243589003230834323e-08 0.78136567314580814177 0.000164587904124493665 -29.564924658285640646 -4.579331535234244299 -0.5871109926822926095 -0.00046449847307956888343 0.003128345390031967918 -7.5036135696161668576e-05 +29.568629894896030663 -4.5543028991960081697 -0.58771107137394917874 +0.00046181040300440859715 0.0031288137434451902125 -7.498349850432879627e-05 diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swiftest.in b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swiftest.in index 86a616119..207dd84f6 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swiftest.in +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/pl.swiftest.in @@ -1,33 +1,33 @@ 8 -1 4.9125474498983623693e-11 0.0014751239400086721089 +1 4.9125474498983623693e-11 0.001475124456355905224 1.6306381826061645943e-05 --0.09861361766419070307 0.29750596935836171042 0.03335708456145129036 --0.032353632540864457612 -0.0078122718370876240157 0.0023293874953380202045 -2 7.243452483873646905e-10 0.0067590794275223005208 +-0.30949970210807342674 0.1619004125820537876 0.041620272188990829754 +-0.018820805516945871005 -0.023743802865467341506 -0.00021385162925667799668 +2 7.243452483873646905e-10 0.006759069616556246028 4.0453784346544178454e-05 --0.6439817957564198947 -0.3248550380869373866 0.032702713983447248558 -0.008969709495375973937 -0.018153139924556138673 -0.0007667345025597138231 -3 8.9970113821660187435e-10 0.010044873080337524463 +-0.5567137338251560985 -0.46074173273652380134 0.02580196630219121906 +0.012753121506668980284 -0.015678149412530151263 -0.0009510907726656827677 +3 8.9970113821660187435e-10 0.010044908171483009529 4.25875607065040958e-05 -0.59421674333603324847 -0.82331253628773626296 3.7129329104855261984e-05 -0.013670550280388280365 0.010004295439859960809 -5.226292361234363611e-07 -4 9.549535102761465607e-11 0.0072467054748629370034 +0.6978790186886838498 -0.73607603319120218366 3.261671020506711323e-05 +0.012205130808798069983 0.0117727888369263504476 -6.0385404652521189453e-07 +4 9.549535102761465607e-11 0.0072466797341124641736 2.265740805092889601e-05 --1.592721551706784977 0.48166390206865000723 0.049163460846716633412 --0.0035287723306552309585 -0.01219974682608557931 -0.00016910795626524249315 -5 2.825345908631354893e-07 0.35527074967975702942 +-1.617661473167097963 0.38314370807747849534 0.04771055403546069218 +-0.0027036789764029569086 -0.012421968497550240837 -0.00019400613558421780209 +5 2.825345908631354893e-07 0.35527079166215922855 0.00046732617030490929307 -4.119089774477131094 -2.8872942462256898644 -0.080165336328135106125 -0.004245402942744468111 0.0065414198811065849687 -0.00012215100047356211078 -6 8.459715183006415395e-08 0.4376562090257202473 +4.1527454588897487753 -2.8347492039446908763 -0.081136554176388195336 +0.0041683967523185880624 0.0065946899141205552256 -0.00012065009272080269359 +6 8.459715183006415395e-08 0.43765832419088212185 0.00038925687730393611812 -6.3629100567525149756 -7.649727796147929304 -0.12023019299387090186 -0.0039834472120812329868 0.0035613826786502411278 -0.00022039988214595340028 -7 1.2920249163736673626e-08 0.4695793205674148502 +6.39471595410062843 -7.621162747287802297 -0.121992225877669294154 +0.0039680130835247464163 0.0035798698934692090544 -0.00022010758050265331019 +7 1.2920249163736673626e-08 0.46960112247450473807 0.00016953449859497231466 -14.814154683311180349 13.052040295401360126 -0.14347198499748289868 --0.002625101393275708784 0.0027742356008832688187 4.416821810149910185e-05 -8 1.5243589003230834323e-08 0.7813388398513013378 +14.793135356927480828 13.074218343364380601 -0.14311846037737518955 +-0.0026297294662822792016 0.0027702756265410048361 4.4212949669357180555e-05 +8 1.5243589003230834323e-08 0.78136567314580814177 0.000164587904124493665 -29.564924658285640646 -4.579331535234244299 -0.5871109926822926095 -0.00046449847307956888343 0.003128345390031967918 -7.5036135696161668576e-05 +29.568629894896030663 -4.5543028991960081697 -0.58771107137394917874 +0.00046181040300440859715 0.0031288137434451902125 -7.498349850432879627e-05 diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/swiftest_rmvs_vs_swifter_rmvs.ipynb b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/swiftest_rmvs_vs_swifter_rmvs.ipynb index 124ae2910..86a6d8098 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/swiftest_rmvs_vs_swifter_rmvs.ipynb +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/swiftest_rmvs_vs_swifter_rmvs.ipynb @@ -104,7 +104,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -130,7 +130,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] @@ -230,7 +230,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 28, "metadata": {}, "outputs": [ { @@ -588,26 +588,26 @@ " fill: currentColor;\n", "}\n", "
<xarray.DataArray 'px' ()>\n",
-       "array(0.)\n",
+       "array(-9.71445147e-15)\n",
        "Coordinates:\n",
-       "    id       int64 105\n",
-       "    time     float64 1.09e+03
" + " id int64 101\n", + " time float64 1.14e+03" ], "text/plain": [ "\n", - "array(0.)\n", + "array(-9.71445147e-15)\n", "Coordinates:\n", - " id int64 105\n", - " time float64 1.09e+03" + " id int64 101\n", + " time float64 1.14e+03" ] }, - "execution_count": 13, + "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "swiftdiff['px'].sel(id=105).isel(time=109)" + "swiftdiff['px'].sel(id=101).isel(time=114)" ] }, { diff --git a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/tp.in b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/tp.in index c8cc418b0..c1e239467 100644 --- a/examples/rmvs_swifter_comparison/8pl_16tp_encounters/tp.in +++ b/examples/rmvs_swifter_comparison/8pl_16tp_encounters/tp.in @@ -1,49 +1,49 @@ 16 -105 -0.59427697124197276235 -0.8232523083817967491 3.7129329104855261984e-05 -0.020564990514662154913 0.010004295439859960809 -5.226292361234363611e-07 -109 -4.119750673485228276 -2.8866333472175926822 -0.080165336328135106125 -0.041127620144391897894 0.0065414198811065849687 -0.00012215100047356211078 101 --0.09859055695785905182 0.2975290300646933339 0.03335708456145129036 --0.029750083068855306956 -0.0078122718370876240157 0.0023293874953380202045 +-0.30947664140174180325 0.16192347328838543885 0.041620272188990829754 +-0.01621725604493672035 -0.023743802865467341506 -0.00021385162925667799668 102 --0.09863667837052235432 0.29748290865203008693 0.03335708456145129036 --0.034957182012873608268 -0.0078122718370876240157 0.0023293874953380202045 +-0.30952276281440505024 0.16187735187572213635 0.041620272188990829754 +-0.021424354988955021661 -0.023743802865467341506 -0.00021385162925667799668 103 --0.6439245854659476631 -0.32479782779646521051 0.032702713983447248558 -0.0153169432007213678765 -0.018153139924556138673 -0.0007667345025597138231 +-0.55665652353468386693 -0.46068452244605162527 0.02580196630219121906 +0.019100355212014374223 -0.015678149412530151263 -0.0009510907726656827677 104 --0.6440390060468921263 -0.32491224837740956266 0.032702713983447248558 -0.002622475790030579998 -0.018153139924556138673 -0.0007667345025597138231 +-0.5567709441156283301 -0.4607989430269959774 0.02580196630219121906 +0.0064058878013235863447 -0.015678149412530151263 -0.0009510907726656827677 +105 +0.6979392465946233637 -0.7360158052852626698 3.261671020506711323e-05 +0.019099571043071944532 0.0117727888369263504476 -6.0385404652521189453e-07 106 -0.5941565154300937346 -0.82337276419367577684 3.7129329104855261984e-05 -0.0067761100461144049487 0.010004295439859960809 -5.226292361234363611e-07 +0.6978187907827443359 -0.73613626109714169754 3.261671020506711323e-05 +0.005310690574524194567 0.0117727888369263504476 -6.0385404652521189453e-07 107 --1.5926895092930311026 0.48169594448240382611 0.049163460846716633412 --0.00044929323243133797994 -0.01219974682608557931 -0.00016910795626524249315 +-1.6176294307533440886 0.38317575049123231423 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-0.00022039988214595340028 +6.395266446455758924 -7.620612254932671803 -0.121992225877669294154 +0.026081181967058334609 0.0035798698934692090544 -0.00022010758050265331019 112 -6.3623595643973844815 -7.650278288503059798 -0.12023019299387090186 --0.01812972167145235694 0.0035613826786502411278 -0.00022039988214595340028 +6.394165461745497936 -7.621713239642932791 -0.121992225877669294154 +-0.01814515580000884351 0.0035798698934692090544 -0.00022010758050265331019 113 -14.814394441298382787 13.052280053388562564 -0.14347198499748289868 -0.010469662145386185101 0.0027742356008832688187 4.416821810149910185e-05 +14.793375114914683266 13.074458101351583039 -0.14311846037737518955 +0.0104650340723796142495 0.0027702756265410048361 4.4212949669357180555e-05 114 -14.813914925323977911 13.051800537414157688 -0.14347198499748289868 --0.015719864931937603536 0.0027742356008832688187 4.416821810149910185e-05 +14.79289559894027839 13.073978585377178163 -0.14311846037737518955 +-0.015724493004944172653 0.0027702756265410048361 4.4212949669357180555e-05 115 -29.565157420731857485 -4.579098772788029237 -0.5871109926822926095 -0.014900134286357700347 0.003128345390031967918 -7.5036135696161668576e-05 +29.568862657342247502 -4.5540701367497931074 -0.58771107137394917874 +0.0148974462162825404404 0.0031288137434451902125 -7.498349850432879627e-05 116 -29.564691895839423808 -4.5795642976804593616 -0.5871109926822926095 --0.0139711373401985618214 0.003128345390031967918 -7.5036135696161668576e-05 +29.568397132449813824 -4.554535661642223232 -0.58771107137394917874 +-0.013973825410273721728 0.0031288137434451902125 -7.498349850432879627e-05