prophys.physics#
Generic physics primitives.
Each function returns a symbolic Expr backed by an exact native kernel with exact gradients. Arguments may be constants, parameters, random variables or other expressions. The primitives are generic building blocks: a transport, dispersion, thermal or reliability model is a composition of them with symbolic arithmetic, not a kernel of its own.
Functions
Superpose the Green's function contributions of all sources at every receptor. |
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Compute the exact probability |
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Compute exact reductions of a raster along line segments (path integrals, maxima, lengths above a threshold). |
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Compute the exact state after duration of the linear system |
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Compute the exact overlap area of a polygonal region with a polygon or a disk. |
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Evaluate a published piecewise polynomial fit, such as a log log scaling law, at x. |
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Solve a grounded linear network |
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Compute the exact log likelihood of an observation series under a linear Gaussian state space model. |
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Compute the exact pmf of a compound sum of a random number of severities on the lattice |
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Evaluate a stationary random field with a prescribed covariance at points (spectral randomization method). |
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Compute node outputs reduced by the shadowing of upstream nodes along a direction, such as turbine wakes. |
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Compute the Palmgren Miner fatigue damage of a load or stress history by rainflow counting. |