Source code for armi.reactor.grids.thetarz

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import math
from typing import TYPE_CHECKING, Optional, NoReturn

import numpy

from armi.reactor.grids.locations import IJType, IJKType
from armi.reactor.grids.structuredgrid import StructuredGrid

if TYPE_CHECKING:
    # Avoid circular imports
    from armi.reactor.composites import ArmiObject

TAU = math.tau


[docs]class ThetaRZGrid(StructuredGrid): """ A grid characterized by azimuthal, radial, and zeta indices. The angular meshes are limited to 0 to 2pi radians. R and Zeta are as in other meshes. It is recommended to call :meth:`fromGeom` to construct, rather than directly constructing with ``__init__`` See Figure 2.2 in Derstine 1984, ANL. [DIF3D]_. .. impl:: ARMI supports an RZTheta mesh. :id: IMPL_REACTOR_MESH_3 :links: REQ_REACTOR_MESH """
[docs] def getSymmetricEquivalents(self, indices: IJType) -> NoReturn: raise NotImplementedError( f"{self.__class__.__name__} does not support symmetric equivalents" )
[docs] @classmethod def fromGeom(cls, geom, armiObject: Optional["ArmiObject"] = None) -> "ThetaRZGrid": """ Build 2-D R-theta grid based on a Geometry object. Parameters ---------- geomInfo : list list of ((indices), assemName) tuples for all positions in core with input in radians See Also -------- armi.reactor.systemLayoutInput.SystemLayoutInput.readGeomXML : produces the geomInfo structure Examples -------- >>> grid = grids.ThetaRZGrid.fromGeom(geomInfo) """ allIndices = [ indices for indices, _assemName in geom.assemTypeByIndices.items() ] # create ordered lists of all unique theta and R points thetas, radii = set(), set() for rad1, rad2, theta1, theta2, _numAzi, _numRadial in allIndices: radii.add(rad1) radii.add(rad2) thetas.add(theta1) thetas.add(theta2) radii = numpy.array(sorted(radii), dtype=numpy.float64) thetaRadians = numpy.array(sorted(thetas), dtype=numpy.float64) return ThetaRZGrid( bounds=(thetaRadians, radii, (0.0, 0.0)), armiObject=armiObject )
[docs] def getRingPos(self, indices): return (indices[1] + 1, indices[0] + 1)
[docs] @staticmethod def getIndicesFromRingAndPos(ring: int, pos: int) -> IJType: return (pos - 1, ring - 1)
[docs] def getCoordinates(self, indices, nativeCoords=False) -> numpy.ndarray: meshCoords = theta, r, z = super().getCoordinates( indices, nativeCoords=nativeCoords ) if not 0 <= theta <= TAU: raise ValueError("Invalid theta value: {}. Check mesh.".format(theta)) if nativeCoords: # return Theta, R, Z values directly. return meshCoords else: # return x, y ,z return numpy.array((r * math.cos(theta), r * math.sin(theta), z))
[docs] def indicesOfBounds( self, rad0: float, rad1: float, theta0: float, theta1: float, sigma: float = 1e-4, ) -> IJKType: """ Return indices corresponding to upper and lower radial and theta bounds. Parameters ---------- rad0 : float inner radius of control volume rad1 : float outer radius of control volume theta0 : float inner azimuthal location of control volume in radians theta1 : float inner azimuthal of control volume in radians sigma: float acceptable relative error (i.e. if one of the positions in the mesh are within this error it'll act the same if it matches a position in the mesh) Returns ------- tuple : i, j, k of given bounds """ i = int(numpy.abs(self._bounds[0] - theta0).argmin()) j = int(numpy.abs(self._bounds[1] - rad0).argmin()) return (i, j, 0)
[docs] @staticmethod def locatorInDomain(*args, **kwargs) -> bool: """ ThetaRZGrids do not check for bounds, though they could if that becomes a problem. """ return True
[docs] @staticmethod def getMinimumRings(n: int) -> NoReturn: raise NotImplementedError
[docs] @staticmethod def getPositionsInRing(ring: int) -> NoReturn: raise NotImplementedError
[docs] @staticmethod def overlapsWhichSymmetryLine(indices: IJType) -> None: return None
[docs] @staticmethod def pitch() -> NoReturn: raise NotImplementedError()