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Merge pull request #2064 from jthielen/refactor-unit-handling-bottlen…
…ecks Improve some thermo calculation bottlenecks by refactoring how units are handled
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# Copyright (c) 2008,2015,2016,2018,2021 MetPy Developers. | ||
# Distributed under the terms of the BSD 3-Clause License. | ||
# SPDX-License-Identifier: BSD-3-Clause | ||
"""Constant and thermophysical property values expressed as quantities.""" | ||
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from ..package_tools import Exporter | ||
from ..units import units | ||
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exporter = Exporter(globals()) | ||
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# Export all the variables defined in this block | ||
with exporter: | ||
# Earth | ||
earth_gravity = g = units.Quantity(9.80665, 'm / s^2') | ||
Re = earth_avg_radius = units.Quantity(6371008.7714, 'm') | ||
G = gravitational_constant = units.Quantity(6.67430e-11, 'm^3 / kg / s^2') | ||
GM = geocentric_gravitational_constant = units.Quantity(3986005e8, 'm^3 / s^2') | ||
omega = earth_avg_angular_vel = units.Quantity(7292115e-11, 'rad / s') | ||
d = earth_sfc_avg_dist_sun = units.Quantity(149597870700., 'm') | ||
S = earth_solar_irradiance = units.Quantity(1360.8, 'W / m^2') | ||
delta = earth_max_declination = units.Quantity(23.45, 'degrees') | ||
earth_orbit_eccentricity = units.Quantity(0.0167, 'dimensionless') | ||
earth_mass = me = geocentric_gravitational_constant / gravitational_constant | ||
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# molar gas constant | ||
R = units.Quantity(8.314462618, 'J / mol / K') | ||
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# Water | ||
Mw = water_molecular_weight = units.Quantity(18.015268, 'g / mol') | ||
Rv = water_gas_constant = R / Mw | ||
rho_l = density_water = units.Quantity(999.97495, 'kg / m^3') | ||
wv_specific_heat_ratio = units.Quantity(1.330, 'dimensionless') | ||
Cp_v = wv_specific_heat_press = ( | ||
wv_specific_heat_ratio * Rv / (wv_specific_heat_ratio - 1) | ||
) | ||
Cv_v = wv_specific_heat_vol = Cp_v / wv_specific_heat_ratio | ||
Cp_l = water_specific_heat = units.Quantity(4.2194, 'kJ / kg / K') | ||
Lv = water_heat_vaporization = units.Quantity(2.50084e6, 'J / kg') | ||
Lf = water_heat_fusion = units.Quantity(3.337e5, 'J / kg') | ||
Cp_i = ice_specific_heat = units.Quantity(2090, 'J / kg / K') | ||
rho_i = density_ice = units.Quantity(917, 'kg / m^3') | ||
sat_pressure_0c = units.Quantity(6.112, 'millibar') | ||
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# Dry air | ||
Md = dry_air_molecular_weight = units.Quantity(28.96546e-3, 'kg / mol') | ||
Rd = dry_air_gas_constant = R / Md | ||
dry_air_spec_heat_ratio = units.Quantity(1.4, 'dimensionless') | ||
Cp_d = dry_air_spec_heat_press = ( | ||
dry_air_spec_heat_ratio * Rd / (dry_air_spec_heat_ratio - 1) | ||
) | ||
Cv_d = dry_air_spec_heat_vol = Cp_d / dry_air_spec_heat_ratio | ||
rho_d = dry_air_density_stp = ( | ||
units.Quantity(1000., 'mbar') / (Rd * units.Quantity(273.15, 'K')) | ||
).to('kg / m^3') | ||
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# General meteorology constants | ||
P0 = pot_temp_ref_press = units.Quantity(1000., 'mbar') | ||
kappa = poisson_exponent = (Rd / Cp_d).to('dimensionless') | ||
gamma_d = dry_adiabatic_lapse_rate = g / Cp_d | ||
epsilon = molecular_weight_ratio = (Mw / Md).to('dimensionless') | ||
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del Exporter |
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# Copyright (c) 2021 MetPy Developers. | ||
# Distributed under the terms of the BSD 3-Clause License. | ||
# SPDX-License-Identifier: BSD-3-Clause | ||
"""Subset of constant and thermophysical property values expressed as floats in base units.""" | ||
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from . import default | ||
from ..units import units | ||
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Rd = default.Rd.m_as('m**2 / K / s**2') | ||
Lv = default.Lv.m_as('m**2 / s**2') | ||
Cp_d = default.Cp_d.m_as('m**2 / K / s**2') | ||
zero_degc = units.Quantity(0., 'degC').m_as('K') | ||
sat_pressure_0c = default.sat_pressure_0c.m_as('Pa') | ||
epsilon = default.epsilon.m_as('') | ||
kappa = default.kappa.m_as('') | ||
g = default.g.m_as('m / s**2') |
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