Only minor changes, but we should stay current.
Updated reference data and reset some test tolerances.
Change-Id: Ia2d1007f6a62d8483c2b9f11938d8f2763584de5
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- <Real Name="Y">35.557650813790936</Real>
+ <Real Name="X">42.153852703885541</Real>
+ <Real Name="Y">35.557650813790971</Real>
<Real Name="Z">0</Real>
</Vector>
</Sequence>
</Lambda>
<Lambda Name="0.5">
<Real Name="Epot ">0.59331878819816219</Real>
- <Real Name="dVdlambda ">1.8536025845185251</Real>
+ <Real Name="dVdlambda ">1.8536025845185249</Real>
<Vector Name="Central shift forces">
<Real Name="X">0</Real>
<Real Name="Y">0</Real>
<Int Name="Length">4</Int>
<Vector>
<Real Name="X">32.88155198236187</Real>
- <Real Name="Y">-52.491080888044159</Real>
+ <Real Name="Y">-52.491080888044152</Real>
<Real Name="Z">0</Real>
</Vector>
<Vector>
<Real Name="X">-32.88155198236187</Real>
- <Real Name="Y">52.491080888044159</Real>
+ <Real Name="Y">52.491080888044152</Real>
<Real Name="Z">0</Real>
</Vector>
<Vector>
- <Real Name="X">-29.835266410616512</Real>
- <Real Name="Y">-25.16666726567896</Real>
+ <Real Name="X">-29.835266410616509</Real>
+ <Real Name="Y">-25.166667265678953</Real>
<Real Name="Z">0</Real>
</Vector>
<Vector>
- <Real Name="X">29.835266410616512</Real>
- <Real Name="Y">25.16666726567896</Real>
+ <Real Name="X">29.835266410616509</Real>
+ <Real Name="Y">25.166667265678953</Real>
<Real Name="Z">0</Real>
</Vector>
</Sequence>
#define NM2A (NANO / ANGSTROM) /* 10.0 */
#define RAD2DEG (180.0 / M_PI) /* Conversion */
#define DEG2RAD (M_PI / 180.0) /* id */
-#define CAL2JOULE (4.184) /* id */
-#define E_CHARGE (1.602176565e-19) /* Coulomb, NIST 2010 CODATA */
+#define CAL2JOULE (4.184) /* Exact definition of the calorie */
+#define E_CHARGE (1.602176634e-19) /* Exact definition, Coulomb NIST 2018 CODATA */
-#define AMU (1.660538921e-27) /* kg, NIST 2010 CODATA */
-#define BOLTZMANN (1.3806488e-23) /* (J/K, NIST 2010 CODATA */
-#define AVOGADRO (6.02214129e23) /* no unit, NIST 2010 CODATA */
+#define AMU (1.66053906660e-27) /* kg, NIST 2018 CODATA */
+#define BOLTZMANN (1.380649e-23) /* (J/K, Exact definition, NIST 2018 CODATA */
+#define AVOGADRO (6.02214076e23) /* 1/mol, Exact definition, NIST 2018 CODATA */
#define RGAS (BOLTZMANN * AVOGADRO) /* (J/(mol K)) */
#define BOLTZ (RGAS / KILO) /* (kJ/(mol K)) */
#define FARADAY (E_CHARGE * AVOGADRO) /* (C/mol) */
#define ELECTRONVOLT (E_CHARGE * AVOGADRO / KILO) /* (kJ/mol) */
-#define PLANCK1 (6.62606957e-34) /* J s, NIST 2010 CODATA */
+#define PLANCK1 (6.62607015e-34) /* J/Hz, Exact definition, NIST 2018 CODATA */
#define PLANCK (PLANCK1 * AVOGADRO / (PICO * KILO)) /* (kJ/mol) ps */
-#define EPSILON0_SI (8.854187817e-12) /* F/m, NIST 2010 CODATA */
+#define EPSILON0_SI (8.8541878128e-12) /* F/m, NIST 2018 CODATA */
/* Epsilon in our MD units: (e^2 / Na (kJ nm)) == (e^2 mol/(kJ nm)) */
#define EPSILON0 ((EPSILON0_SI * NANO * KILO) / (E_CHARGE * E_CHARGE * AVOGADRO))
-#define SPEED_OF_LIGHT (2.99792458E05) /* nm/ps, NIST 2010 CODATA */
-#define ATOMICMASS_keV (931494.061) /* Atomic mass in keV, NIST 2010 CODATA */
-#define ELECTRONMASS_keV (510.998928) /* Electron mas in keV, NIST 2010 CODATA */
+#define SPEED_OF_LIGHT (2.99792458e05) /* units of nm/ps, Exact definition, NIST 2018 CODATA */
+#define ATOMICMASS_keV (931494.10242) /* Atomic mass in keV, NIST 2018 CODATA */
+#define ELECTRONMASS_keV (510.99895000) /* Electron mas in keV, NIST 2018 CODATA */
-#define RYDBERG (1.0973731568539e-02) /* nm^-1, NIST 2010 CODATA */
+#define RYDBERG (1.0973731568160e-02) /* nm^-1, NIST 2018 CODATA */
#define ONE_4PI_EPS0 (1.0 / (4.0 * M_PI * EPSILON0))
#define FACEL (10.0 * ONE_4PI_EPS0)
/* to convert AU to MD units: */
#define HARTREE2KJ ((2.0 * RYDBERG * PLANCK * SPEED_OF_LIGHT) / AVOGADRO)
-#define BOHR2NM (0.052917721092) /* nm^-1, NIST 2010 CODATA */
+#define BOHR2NM (0.0529177210903) /* nm^-1, NIST 2018 CODATA */
#define HARTREE_BOHR2MD (HARTREE2KJ * AVOGADRO / BOHR2NM)
<Real Name="Value">2.5541029121676888</Real>
</DataValue>
<DataValue>
- <Real Name="Value">751.52137627960565</Real>
+ <Real Name="Value">751.52144217478644</Real>
</DataValue>
</DataValues>
</DataFrame>
<Simulation Name="tip3p5">
<Minimizer Name="steep">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">-9.6231425679441998</Real>
- <Real Name="Time 1.000000 Step 1 in frame 1">-16.824484254501229</Real>
- <Real Name="Time 2.000000 Step 2 in frame 2">-27.187878502925926</Real>
- <Real Name="Time 3.000000 Step 3 in frame 3">-37.906539302378249</Real>
- <Real Name="Time 4.000000 Step 4 in frame 4">-47.991046443359224</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">-9.6231425554191343</Real>
+ <Real Name="Time 1.000000 Step 1 in frame 1">-16.824484231118198</Real>
+ <Real Name="Time 2.000000 Step 2 in frame 2">-27.187878463117318</Real>
+ <Real Name="Time 3.000000 Step 3 in frame 3">-37.906539245389411</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 4">-47.991046367107081</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="tip3p5">
<Minimizer Name="cg">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">-9.6231425679441998</Real>
- <Real Name="Time 0.000000 Step 0 in frame 1">-14.332060088206859</Real>
- <Real Name="Time 4.000000 Step 4 in frame 2">-55.862253955236056</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">-9.6231425554191343</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 1">-14.33206006880048</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 2">-55.862253863329045</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="glycine_vacuo">
<Minimizer Name="steep">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">2188.6237281397243</Real>
- <Real Name="Time 1.000000 Step 1 in frame 1">1675.0453966455655</Real>
- <Real Name="Time 2.000000 Step 2 in frame 2">1195.8320906920646</Real>
- <Real Name="Time 3.000000 Step 3 in frame 3">739.9882576159057</Real>
- <Real Name="Time 4.000000 Step 4 in frame 4">319.37689948961605</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">2188.6237283779924</Real>
+ <Real Name="Time 1.000000 Step 1 in frame 1">1675.0453968909394</Real>
+ <Real Name="Time 2.000000 Step 2 in frame 2">1195.8320909425499</Real>
+ <Real Name="Time 3.000000 Step 3 in frame 3">739.9882578718873</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 4">319.37689975152063</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="glycine_vacuo">
<Minimizer Name="cg">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">2188.6237281397243</Real>
- <Real Name="Time 0.000000 Step 0 in frame 1">1842.8583301483945</Real>
- <Real Name="Time 4.000000 Step 4 in frame 2">151.7430178757935</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">2188.6237283779924</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 1">1842.8583303894229</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 2">151.74301814092519</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="alanine_vsite_vacuo">
<Minimizer Name="steep">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">-133.03444555671706</Real>
- <Real Name="Time 1.000000 Step 1 in frame 1">-144.65547897475835</Real>
- <Real Name="Time 3.000000 Step 3 in frame 2">-156.9841940951402</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">-133.0344453241197</Real>
+ <Real Name="Time 1.000000 Step 1 in frame 1">-144.65547871521278</Real>
+ <Real Name="Time 3.000000 Step 3 in frame 2">-156.98419384827605</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="alanine_vsite_vacuo">
<Minimizer Name="cg">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">-133.03444555671706</Real>
- <Real Name="Time 0.000000 Step 0 in frame 1">-147.76071249343909</Real>
- <Real Name="Time 4.000000 Step 4 in frame 2">-169.41077894123521</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">-133.0344453241197</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 1">-147.76071225273063</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 2">-169.41077867818547</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="glycine_no_constraints_vacuo">
<Minimizer Name="steep">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">2195.7786482024485</Real>
- <Real Name="Time 1.000000 Step 1 in frame 1">1676.9767708823963</Real>
- <Real Name="Time 2.000000 Step 2 in frame 2">1197.7060676659407</Real>
- <Real Name="Time 3.000000 Step 3 in frame 3">741.59906676238325</Real>
- <Real Name="Time 4.000000 Step 4 in frame 4">319.39548462989205</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">2195.7786484424182</Real>
+ <Real Name="Time 1.000000 Step 1 in frame 1">1676.97677112871</Real>
+ <Real Name="Time 2.000000 Step 2 in frame 2">1197.7060679167112</Real>
+ <Real Name="Time 3.000000 Step 3 in frame 3">741.59906701828936</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 4">319.39548489151747</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="glycine_no_constraints_vacuo">
<Minimizer Name="cg">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">2195.7786482024485</Real>
- <Real Name="Time 0.000000 Step 0 in frame 1">1848.1873657020258</Real>
- <Real Name="Time 4.000000 Step 4 in frame 2">156.25879363422524</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">2195.7786484424182</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 1">1848.1873659444766</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 2">156.25879389947937</Real>
</Energy>
</Minimizer>
</Simulation>
<Simulation Name="glycine_no_constraints_vacuo">
<Minimizer Name="l-bfgs">
<Energy Name="Potential">
- <Real Name="Time 0.000000 Step 0 in frame 0">2195.7786482024485</Real>
- <Real Name="Time 0.000000 Step 0 in frame 1">1848.1873657020258</Real>
- <Real Name="Time 4.000000 Step 4 in frame 2">561.1160975330763</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 0">2195.7786484424182</Real>
+ <Real Name="Time 0.000000 Step 0 in frame 1">1848.1873659444766</Real>
+ <Real Name="Time 4.000000 Step 4 in frame 2">561.11609779420291</Real>
</Energy>
</Minimizer>
</Simulation>
<Sequence Name="Row0">
<Int Name="Length">2</Int>
<Real>7</Real>
- <Real>284.327</Real>
+ <Real>284.239</Real>
</Sequence>
<Sequence Name="Row1">
<Int Name="Length">2</Int>
<Real>8</Real>
- <Real>526.814</Real>
+ <Real>526.766</Real>
</Sequence>
<Sequence Name="Row2">
<Int Name="Length">2</Int>
<Real>9</Real>
- <Real>2029.22</Real>
+ <Real>2029.03</Real>
</Sequence>
<Sequence Name="Row3">
<Int Name="Length">2</Int>
<Real>10</Real>
- <Real>5524.43</Real>
+ <Real>5524.38</Real>
</Sequence>
<Sequence Name="Row4">
<Int Name="Length">2</Int>
<Real>11</Real>
- <Real>8944.04</Real>
+ <Real>8944.1</Real>
</Sequence>
<Sequence Name="Row5">
<Int Name="Length">2</Int>
<Real>12</Real>
- <Real>9695.26</Real>
+ <Real>9695.54</Real>
</Sequence>
<Sequence Name="Row6">
<Int Name="Length">2</Int>
<Real>13</Real>
- <Real>13450.1</Real>
+ <Real>13450.3</Real>
</Sequence>
<Sequence Name="Row7">
<Int Name="Length">2</Int>
<Real>14</Real>
- <Real>40808.3</Real>
+ <Real>40809</Real>
</Sequence>
<Sequence Name="Row8">
<Int Name="Length">2</Int>
tcoupling.c_str(), pcoupling.c_str());
EnergyTermsToCompare energyTermsToCompare{ {
- { interaction_function[F_EPOT].longname, relativeToleranceAsPrecisionDependentUlp(10.0, 100, 40) },
- { interaction_function[F_EKIN].longname, relativeToleranceAsPrecisionDependentUlp(60.0, 100, 40) },
+ { interaction_function[F_EPOT].longname, relativeToleranceAsPrecisionDependentUlp(10.0, 100, 80) },
+ { interaction_function[F_EKIN].longname, relativeToleranceAsPrecisionDependentUlp(60.0, 100, 80) },
{ interaction_function[F_PRES].longname,
relativeToleranceAsPrecisionDependentFloatingPoint(10.0, 0.01, 0.001) },
} };
// Without constraints, we can be more strict
energyTermsToCompare = { {
{ interaction_function[F_EPOT].longname,
- relativeToleranceAsPrecisionDependentUlp(10.0, 24, 40) },
+ relativeToleranceAsPrecisionDependentUlp(10.0, 24, 80) },
{ interaction_function[F_EKIN].longname,
- relativeToleranceAsPrecisionDependentUlp(10.0, 24, 40) },
+ relativeToleranceAsPrecisionDependentUlp(10.0, 24, 80) },
{ interaction_function[F_PRES].longname,
relativeToleranceAsPrecisionDependentFloatingPoint(10.0, 0.001, 0.0001) },
} };