Make GAMMA into a static
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@ -16,6 +16,7 @@ sbp = { path = "../sbp" }
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arrayvec = "0.6.0"
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serde = { version = "1.0.115", default-features = false, optional = true, features = ["derive"] }
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integrate = { path = "../utils/integrate" }
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once_cell = "1.7.2"
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[dev-dependencies]
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criterion = "0.3.2"
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@ -85,10 +85,11 @@ impl<'a, D: Dimension, BP: EvaluatorPressure<D>> Evaluator<D>
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eva.u(t, x.view(), y.view(), rho.view(), rhou.view_mut());
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eva.v(t, x.view(), y.view(), rho.view(), rhov.view_mut());
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eva.p(t, x, y, rho.view(), rhou.view(), rhov.view(), e.view_mut());
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let gamma = *GAMMA.get().expect("GAMMA is not defined");
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azip!((rho in &rho, u in &rhou, v in &rhov, e in &mut e) {
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let p = *e;
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*e = p / (GAMMA - 1.0) + rho * (u*u + v*v) / 2.0;
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*e = p / (gamma - 1.0) + rho * (u*u + v*v) / 2.0;
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});
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azip!((rho in &rho, rhou in &mut rhou) *rhou *= rho);
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@ -1,6 +1,7 @@
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pub use arrayvec::ArrayVec;
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use ndarray::azip;
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use ndarray::prelude::*;
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use once_cell::sync::OnceCell;
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use sbp::grid::{Grid, Metrics};
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use sbp::operators::{InterpolationOperator, SbpOperator2d, UpwindOperator2d};
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use sbp::utils::Direction;
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@ -11,7 +12,7 @@ use eval::Evaluator;
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mod vortex;
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pub use vortex::{VortexParameters, Vortice};
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pub const GAMMA: Float = 1.4;
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pub static GAMMA: OnceCell<Float> = OnceCell::new();
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// A collection of buffers that allows one to efficiently
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// move to the next state
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@ -566,6 +567,7 @@ fn upwind_dissipation(
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metrics: &Metrics,
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tmp: (&mut Field, &mut Field),
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) {
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let gamma = *GAMMA.get().expect("GAMMA is not defined");
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for (((FieldValue { rho, rhou, rhov, e }, tmp0), tmp1), metric) in y
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.iter()
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.zip(tmp.0.iter_mut())
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@ -580,9 +582,9 @@ fn upwind_dissipation(
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let uhat = metric.detj_dxi_dx * u + metric.detj_dxi_dy * v;
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let vhat = metric.detj_deta_dx * u + metric.detj_deta_dy * v;
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let p = pressure(GAMMA, rho, rhou, rhov, e);
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let p = pressure(gamma, rho, rhou, rhov, e);
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assert!(p > 0.0);
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let c = (GAMMA * p / rho).sqrt();
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let c = (gamma * p / rho).sqrt();
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// The accurate hypot is very slow, and the accuracy is
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// not that important in this case
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@ -625,9 +627,11 @@ fn fluxes(k: (&mut Field, &mut Field), y: &Field, metrics: &Metrics, wb: &mut Fi
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let rhov = y.rhov();
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let e = y.e();
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let gamma = *GAMMA.get().expect("GAMMA is not defined");
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let mut p = wb.rho_mut();
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azip!((p in &mut p, &rho in &rho, &rhou in &rhou, &rhov in &rhov, &e in &e) {
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*p = pressure(GAMMA, rho, rhou, rhov, e)
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*p = pressure(gamma, rho, rhou, rhov, e)
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});
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let (mut c0, c1, mut c2, c3) = k.0.components_mut();
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@ -1059,6 +1063,7 @@ fn SAT_characteristic(
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assert_eq!(y.shape(), z.shape());
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assert_eq!(y.shape()[0], 4);
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assert_eq!(y.shape()[1], detj.shape()[0]);
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let gamma = *GAMMA.get().expect("GAMMA is not defined");
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for (((((mut k, y), z), detj), detj_d_dx), detj_d_dy) in k
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.axis_iter_mut(ndarray::Axis(1))
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@ -1086,19 +1091,19 @@ fn SAT_characteristic(
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let theta = kx * u + ky * v;
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let p = pressure(GAMMA, rho, rhou, rhov, e);
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let c = (GAMMA * p / rho).sqrt();
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let phi2 = (GAMMA - 1.0) * (u * u + v * v) / 2.0;
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let p = pressure(gamma, rho, rhou, rhov, e);
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let c = (gamma * p / rho).sqrt();
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let phi2 = (gamma - 1.0) * (u * u + v * v) / 2.0;
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let alpha = rho / (sbp::consts::SQRT_2 * c);
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let phi2_c2 = (phi2 + c * c) / (GAMMA - 1.0);
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let phi2_c2 = (phi2 + c * c) / (gamma - 1.0);
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#[rustfmt::skip]
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let T = [
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[ 1.0, 0.0, alpha, alpha],
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[ u, ky, alpha*(u + kx * c), alpha*(u - kx * c)],
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[ v, -kx, alpha*(v + ky * c), alpha*(v - ky * c)],
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[phi2 / (GAMMA - 1.0), rho*(ky * u - kx * v), alpha*(phi2_c2 + c * theta), alpha*(phi2_c2 - c * theta)],
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[phi2 / (gamma - 1.0), rho*(ky * u - kx * v), alpha*(phi2_c2 + c * theta), alpha*(phi2_c2 - c * theta)],
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];
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let U = kx_ * u + ky_ * v;
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let L = [
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@ -1110,10 +1115,10 @@ fn SAT_characteristic(
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let beta = 1.0 / (2.0 * c * c);
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#[rustfmt::skip]
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let TI = [
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[ 1.0 - phi2 / (c * c), (GAMMA - 1.0) * u / (c * c), (GAMMA - 1.0) * v / (c * c), -(GAMMA - 1.0) / (c * c)],
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[ 1.0 - phi2 / (c * c), (gamma - 1.0) * u / (c * c), (gamma - 1.0) * v / (c * c), -(gamma - 1.0) / (c * c)],
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[ -(ky * u - kx * v)/rho, ky/rho, -kx/rho, 0.0],
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[beta * (phi2 - c * theta), beta * (kx * c - (GAMMA - 1.0) * u), beta * (ky * c - (GAMMA - 1.0) * v), beta * (GAMMA - 1.0)],
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[beta * (phi2 + c * theta), -beta * (kx * c + (GAMMA - 1.0) * u), -beta * (ky * c + (GAMMA - 1.0) * v), beta * (GAMMA - 1.0)],
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[beta * (phi2 - c * theta), beta * (kx * c - (gamma - 1.0) * u), beta * (ky * c - (gamma - 1.0) * v), beta * (gamma - 1.0)],
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[beta * (phi2 + c * theta), -beta * (kx * c + (gamma - 1.0) * u), -beta * (ky * c + (gamma - 1.0) * v), beta * (gamma - 1.0)],
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];
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let res = [rho - z[0], rhou - z[1], rhov - z[2], e - z[3]];
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@ -33,13 +33,14 @@ impl<D: Dimension> eval::Evaluator<D> for VortexParameters {
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rhov: ArrayViewMut<Float, D>,
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e: ArrayViewMut<Float, D>,
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) {
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let gamma = *GAMMA.get().expect("GAMMA is not defined");
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let m = self.mach;
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let p_inf = 1.0 / (GAMMA * m * m);
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let p_inf = 1.0 / (gamma * m * m);
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let rho_inf: Float = 1.0;
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let u_inf: Float = 1.0;
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let v_inf: Float = 0.0;
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let e_inf = p_inf / (GAMMA - 1.0) + rho_inf * (u_inf.powi(2) + v_inf.powi(2)) / 2.0;
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let e_inf = p_inf / (gamma - 1.0) + rho_inf * (u_inf.powi(2) + v_inf.powi(2)) / 2.0;
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azip!((rho in rho,
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rhou in rhou,
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@ -69,9 +70,9 @@ impl<D: Dimension> eval::Evaluator<D> for VortexParameters {
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let dy = y - vortice.y0;
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let f = (1.0 - (dx*dx + dy*dy))/(rstar*rstar);
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*rho = Float::powf(1.0 - eps*eps*(GAMMA - 1.0)*m*m/(8.0*PI*PI*p_inf*rstar*rstar)*f.exp(), 1.0/(GAMMA - 1.0));
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*rho = Float::powf(1.0 - eps*eps*(gamma - 1.0)*m*m/(8.0*PI*PI*p_inf*rstar*rstar)*f.exp(), 1.0/(gamma - 1.0));
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assert!(*rho > 0.0);
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let p = Float::powf(*rho, GAMMA)*p_inf;
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let p = Float::powf(*rho, gamma)*p_inf;
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let u = 1.0 - eps*dy/(2.0*PI*p_inf.sqrt()*rstar*rstar)*(f/2.0).exp();
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let v = eps*dx/(2.0*PI*p_inf.sqrt()*rstar*rstar)*(f/2.0).exp();
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@ -80,7 +81,7 @@ impl<D: Dimension> eval::Evaluator<D> for VortexParameters {
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assert!(*rho > 0.0);
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*rhou = *rho*u;
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*rhov = *rho*v;
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*e = p/(GAMMA - 1.0) + *rho*(u*u + v*v)/2.0;
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*e = p/(gamma - 1.0) + *rho*(u*u + v*v)/2.0;
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}
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}
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@ -94,8 +95,8 @@ impl<D: Dimension> eval::Evaluator<D> for VortexParameters {
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let dy = y - vortice.y0;
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let f = (1.0 - (dx*dx + dy*dy))/(rstar*rstar);
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let rho_vortice = Float::powf(1.0 - eps*eps*(GAMMA - 1.0)*m*m/(8.0*PI*PI*p_inf*rstar*rstar)*f.exp(), 1.0/(GAMMA - 1.0));
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let p = Float::powf(rho_vortice, GAMMA)*p_inf;
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let rho_vortice = Float::powf(1.0 - eps*eps*(gamma - 1.0)*m*m/(8.0*PI*PI*p_inf*rstar*rstar)*f.exp(), 1.0/(gamma - 1.0));
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let p = Float::powf(rho_vortice, gamma)*p_inf;
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let u = 1.0 - eps*dy/(2.0*PI*p_inf.sqrt()*rstar*rstar)*(f/2.0).exp();
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let v = eps*dx/(2.0*PI*p_inf.sqrt()*rstar*rstar)*(f/2.0).exp();
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@ -106,7 +107,7 @@ impl<D: Dimension> eval::Evaluator<D> for VortexParameters {
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assert!(*rho > 0.0);
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*rhou += rho_vortice*u - rho_inf*u_inf;
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*rhov += rho_vortice*v - rho_inf*v_inf;
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*e += (p/(GAMMA - 1.0) + rho_vortice*(u*u + v*v)/2.0) - e_inf;
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*e += (p/(gamma - 1.0) + rho_vortice*(u*u + v*v)/2.0) - e_inf;
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}
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});
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}
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@ -250,8 +250,8 @@ fn append_default_context() {
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pub fn default_context() -> HashMapContext {
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let mut context = math_consts_context! {}.unwrap();
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context.set_value("GAMMA".into(), GAMMA.into()).unwrap();
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let gamma = *GAMMA.get().expect("GAMMA is not defined");
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context.set_value("GAMMA".into(), gamma.into()).unwrap();
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context
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.set_function(
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@ -283,6 +283,10 @@ pub enum BoundaryConditions {
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NotNeeded,
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}
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fn default_gamma() -> Float {
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1.4
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}
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#[derive(Clone, Debug, Serialize, Deserialize)]
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/// Input configuration (json)
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pub struct Configuration {
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@ -291,6 +295,8 @@ pub struct Configuration {
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pub initial_conditions: InputInitialConditions,
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#[serde(default)]
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pub boundary_conditions: InputBoundaryConditions,
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#[serde(default = "default_gamma")]
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pub gamma: Float,
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}
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pub struct RuntimeConfiguration {
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@ -305,6 +311,8 @@ pub struct RuntimeConfiguration {
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impl Configuration {
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pub fn into_runtime(mut self) -> RuntimeConfiguration {
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let gamma = self.gamma;
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let _ = euler::GAMMA.set(gamma);
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let default = self.grids.shift_remove("default").unwrap_or_default();
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let names = self.grids.keys().cloned().collect();
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@ -14,6 +14,7 @@ impl EulerUniverse {
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impl EulerUniverse {
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#[wasm_bindgen(constructor)]
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pub fn new_with_slice(height: usize, width: usize, x: &[f32], y: &[f32]) -> Self {
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let _ = euler::GAMMA.set(1.4);
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let x = ndarray::Array2::from_shape_vec((height, width), x.to_vec()).unwrap();
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let y = ndarray::Array2::from_shape_vec((height, width), y.to_vec()).unwrap();
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Self(euler::System::new(x, y, operators::Upwind4))
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