spirv_backend: use Real:: constants instead of inlined ones
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@@ -1,6 +1,7 @@
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use crate::support::Optional;
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use coremem_types::mat::Material;
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use coremem_types::vec::Vec3;
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use coremem_types::real::{Real as _};
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/// M(B) parallelogram
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@@ -74,23 +75,20 @@ pub struct MHPgram {
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impl MHPgram {
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/// h_intercept: X coordinate at which M is always zero.
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/// mu_r: relative mu value along the non-flat edges of the parallelogram.
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pub const fn new(h_intercept: f32, mu_r: f32, max_m: f32) -> Self {
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const MU0_INV: f32 = 795774.715025073;
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pub fn new(h_intercept: f32, mu_r: f32, max_m: f32) -> Self {
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let one_minus_mu_r_inv = 1.0 - 1.0/mu_r;
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Self {
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b_mult: MU0_INV * one_minus_mu_r_inv,
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b_mult: f32::mu0_inv() * one_minus_mu_r_inv,
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m_offset: h_intercept * one_minus_mu_r_inv,
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max_m,
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}
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}
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pub fn h_intercept(&self) -> f32 {
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const MU0_INV: f32 = 795774.715025073;
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MU0_INV * self.m_offset / self.b_mult
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f32::mu0_inv() * self.m_offset / self.b_mult
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}
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pub fn mu_r(&self) -> f32 {
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const MU0: f32 = 1.2566370621219e-06;
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let mu_r_inv = 1.0 - MU0*self.b_mult;
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let mu_r_inv = 1.0 - f32::mu0()*self.b_mult;
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1.0 / mu_r_inv
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}
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@@ -177,8 +175,8 @@ pub struct Ferroxcube3R1MH;
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impl Into<MHPgram> for Ferroxcube3R1MH {
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fn into(self) -> MHPgram {
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const CURVE: MHPgram = MHPgram::new(25.0, 881.33, 44000.0);
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CURVE
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// TODO: how much (if any) penalty do we pay for this not being `const`?
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MHPgram::new(25.0, 881.33, 44000.0)
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}
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}
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@@ -312,55 +310,55 @@ mod test {
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#[test]
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fn mh_curve_edge_travel() {
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const MU0: f32 = 1.2566370621219e-06;
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let mu0 = f32::mu0();
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let curve = MHPgram::new(50.0, 101.0, 500.0);
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assert_eq_approx(curve.move_b(0.0, 151.0*MU0), 100.0, 0.1); // rightward travel along edge
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assert_eq_approx(curve.move_b(100.0, 252.0*MU0), 200.0, 0.1);
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assert_eq_approx(curve.move_b(200.0, 555.0*MU0), 500.0, 0.1);
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assert_eq_approx(curve.move_b(500.0, 500.0*MU0), 500.0, 0.1); // back (leftward) travel to H=0
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assert_eq_approx(curve.move_b(500.0, 455.0*MU0), 500.0, 0.1); // back (leftward) travel to H=-45
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assert_eq_approx(curve.move_b(500.0, 354.0*MU0), 400.0, 0.1); // back (leftward) travel to H=-46
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assert_eq_approx(curve.move_b(400.0, 253.0*MU0), 300.0, 0.1); // back (leftward) travel to H=-47
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assert_eq_approx(curve.move_b(300.0, -50.0*MU0), 0.0, 0.1); // back (leftward) travel to H=-50
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assert_eq_approx(curve.move_b(0.0, -151.0*MU0), -100.0, 0.1); // back (leftward) travel to H=-51
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assert_eq_approx(curve.move_b(-100.0, -555.0*MU0), -500.0, 0.1); // back (leftward) travel to H=-55
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assert_eq_approx(curve.move_b(-500.0, -456.0*MU0), -500.0, 0.1); // interior (rightward) travel to H=44
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assert_eq_approx(curve.move_b(-500.0, -354.0*MU0), -400.0, 0.1); // interior (rightward) travel to H=46
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assert_eq_approx(curve.move_b(-400.0, -253.0*MU0), -300.0, 0.1); // interior (rightward) travel to H=47
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assert_eq_approx(curve.move_b(-300.0, 50.0*MU0), 0.0, 0.1); // interior (rightward) travel to H=50
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assert_eq_approx(curve.move_b(0.0, 151.0*mu0), 100.0, 0.1); // rightward travel along edge
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assert_eq_approx(curve.move_b(100.0, 252.0*mu0), 200.0, 0.1);
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assert_eq_approx(curve.move_b(200.0, 555.0*mu0), 500.0, 0.1);
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assert_eq_approx(curve.move_b(500.0, 500.0*mu0), 500.0, 0.1); // back (leftward) travel to H=0
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assert_eq_approx(curve.move_b(500.0, 455.0*mu0), 500.0, 0.1); // back (leftward) travel to H=-45
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assert_eq_approx(curve.move_b(500.0, 354.0*mu0), 400.0, 0.1); // back (leftward) travel to H=-46
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assert_eq_approx(curve.move_b(400.0, 253.0*mu0), 300.0, 0.1); // back (leftward) travel to H=-47
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assert_eq_approx(curve.move_b(300.0, -50.0*mu0), 0.0, 0.1); // back (leftward) travel to H=-50
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assert_eq_approx(curve.move_b(0.0, -151.0*mu0), -100.0, 0.1); // back (leftward) travel to H=-51
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assert_eq_approx(curve.move_b(-100.0, -555.0*mu0), -500.0, 0.1); // back (leftward) travel to H=-55
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assert_eq_approx(curve.move_b(-500.0, -456.0*mu0), -500.0, 0.1); // interior (rightward) travel to H=44
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assert_eq_approx(curve.move_b(-500.0, -354.0*mu0), -400.0, 0.1); // interior (rightward) travel to H=46
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assert_eq_approx(curve.move_b(-400.0, -253.0*mu0), -300.0, 0.1); // interior (rightward) travel to H=47
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assert_eq_approx(curve.move_b(-300.0, 50.0*mu0), 0.0, 0.1); // interior (rightward) travel to H=50
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}
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#[test]
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fn mh_curve_interior() {
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const MU0: f32 = 1.2566370621219e-06;
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let mu0 = f32::mu0();
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let curve = MHPgram::new(50.0, 101.0, 500.0);
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// max M (right) happens at H=55; B = 555*MU0;
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// min M (right) happens at H=45; B = -455*MU0;
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// max M (left) happens at H=-45; B = 455*MU0;
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// min M (left) happens at H=-55; B = -555*MU0;
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// max M (right) happens at H=55; B = 555*mu0;
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// min M (right) happens at H=45; B = -455*mu0;
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// max M (left) happens at H=-45; B = 455*mu0;
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// min M (left) happens at H=-55; B = -555*mu0;
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assert_eq_approx(curve.move_b(0.0, 40.0*MU0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, 50.0*MU0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, -40.0*MU0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, -50.0*MU0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, 40.0*mu0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, 50.0*mu0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, -40.0*mu0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(0.0, -50.0*mu0), 0.0, 0.1);
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assert_eq_approx(curve.move_b(-400.0, -400.0*MU0), -400.0, 0.1); // rightward travel from H=-54 to NOT H=-53.5
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assert_eq_approx(curve.move_b(-400.0, -355.0*MU0), -400.0, 0.1); // rightward travel from H=-54 to H=45
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assert_eq_approx(curve.move_b(-400.0, -354.0*MU0), -400.0, 0.1); // rightward travel from H=-54 to H=46
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assert_eq_approx(curve.move_b(-400.0, 5000.0*MU0), 500.0, 0.1); // rightward travel from H=-54 to H>>55
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assert_eq_approx(curve.move_b(-400.0, -400.0*mu0), -400.0, 0.1); // rightward travel from H=-54 to NOT H=-53.5
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assert_eq_approx(curve.move_b(-400.0, -355.0*mu0), -400.0, 0.1); // rightward travel from H=-54 to H=45
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assert_eq_approx(curve.move_b(-400.0, -354.0*mu0), -400.0, 0.1); // rightward travel from H=-54 to H=46
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assert_eq_approx(curve.move_b(-400.0, 5000.0*mu0), 500.0, 0.1); // rightward travel from H=-54 to H>>55
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}
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#[test]
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fn mh_curve_exterior() {
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const MU0: f32 = 1.2566370621219e-06;
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let mu0 = f32::mu0();
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let curve = MHPgram::new(50.0, 101.0, 500.0);
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assert_eq_approx(curve.move_b(500.0, 556.0*MU0), 500.0, 0.1); // exterior travel to H=56
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assert_eq_approx(curve.move_b(500.0, 5000.0*MU0), 500.0, 0.1); // exterior travel to H>>55
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assert_eq_approx(curve.move_b(500.0, 556.0*mu0), 500.0, 0.1); // exterior travel to H=56
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assert_eq_approx(curve.move_b(500.0, 5000.0*mu0), 500.0, 0.1); // exterior travel to H>>55
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assert_eq_approx(curve.move_b(500.0, -5000.0*MU0), -500.0, 0.1); // exterior travel from H>>55 to H << -55
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assert_eq_approx(curve.move_b(-501.0, 454.0*MU0), 400.0, 0.1); // exterior travel from H<<-55 (rounding error) to H=54
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assert_eq_approx(curve.move_b(500.0, -5000.0*mu0), -500.0, 0.1); // exterior travel from H>>55 to H << -55
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assert_eq_approx(curve.move_b(-501.0, 454.0*mu0), 400.0, 0.1); // exterior travel from H<<-55 (rounding error) to H=54
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}
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}
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@@ -3,6 +3,7 @@ use crate::support::{
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Array3, Array3Mut, ArrayHandle, ArrayHandleMut, Optional, UnsizedArray
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};
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use coremem_types::mat::Material;
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use coremem_types::real::{Real as _};
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use coremem_types::vec::{Vec3, Vec3u};
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#[derive(Copy, Clone)]
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@@ -280,8 +281,7 @@ pub struct StepEContext<'a, M> {
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impl<'a, M: Material<f32>> StepEContext<'a, M> {
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pub fn step_e(mut self) {
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// const EPS0_INV: f32 = 112940906737.1361;
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const TWICE_EPS0: f32 = 1.7708375625626e-11;
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let twice_eps0 = f32::twice_eps0();
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let deltas = self.in_h.delta_h();
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// \nabla x H
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let nabla_h = deltas.nabla() * self.inv_feature_size;
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@@ -291,7 +291,7 @@ impl<'a, M: Material<f32>> StepEContext<'a, M> {
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let sigma = self.mat.get_ref().conductivity();
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let e_prev = self.out_e.get();
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let delta_e = (nabla_h - e_prev.elem_mul(sigma)).elem_div(
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sigma*self.time_step + Vec3::uniform(TWICE_EPS0)
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sigma*self.time_step + Vec3::uniform(twice_eps0)
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)*(2.0*self.time_step);
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// println!("spirv-step_e delta_e: {:?}", delta_e);
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self.out_e.write(e_prev + delta_e + self.stim_e);
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@@ -313,8 +313,8 @@ pub struct StepHContext<'a, M> {
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impl<'a, M: Material<f32>> StepHContext<'a, M> {
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pub fn step_h(mut self) {
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const MU0: f32 = 1.2566370621219e-06;
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const MU0_INV: f32 = 795774.715025073;
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let mu0 = f32::mu0();
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let mu0_inv = f32::mu0_inv();
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let deltas = self.in_e.delta_e();
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// println!("spirv-step_h delta_e_struct: {:?}", deltas);
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// \nabla x E
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@@ -325,12 +325,12 @@ impl<'a, M: Material<f32>> StepHContext<'a, M> {
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// Relation between these is: B = mu0*(H + M)
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let old_h = self.out_h.get();
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let old_m = self.out_m.get();
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let old_b = (old_h + old_m) * MU0;
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let old_b = (old_h + old_m) * mu0;
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let new_b = old_b + delta_b + self.stim_h * MU0;
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let new_b = old_b + delta_b + self.stim_h * mu0;
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let mat = self.mat.get_ref();
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let new_m = mat.move_b_vec(old_m, new_b);
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let new_h = new_b * MU0_INV - new_m;
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let new_h = new_b * mu0_inv - new_m;
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// println!("spirv-step_h delta_h: {:?}", delta_h);
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self.out_h.write(new_h);
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self.out_m.write(new_m);
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