Emily Boudreaux
6b57738330
Note for now much of the docs is LLM written. This was done to save time and focus on code development. The docs have been LOOSLEY reviewed. However, the code itself has been either fully written by hand or fully reviewed. Therefore, the docs should at the moment be seen as a loose resource rather than authoratiative (and this is on top of the general ability for docs to drift)
567 lines
18 KiB
Groff
567 lines
18 KiB
Groff
.TH "serif::dimensions" 3 "Version v0.0.1a" "SERiF" \" -*- nroff -*-
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.ad l
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.nh
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.SH NAME
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serif::dimensions
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.SH SYNOPSIS
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.br
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.PP
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.SS "Classes"
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.in +1c
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.ti -1c
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.RI "struct \fBAcceleration\fP"
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.br
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.RI "Dimension of \fBAcceleration\fP\&. "
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.ti -1c
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.RI "struct \fBAngularAcceleration\fP"
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.br
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.RI "Angular acceleration, distinct from angular velocity despite sharing its chosen axis\&. "
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.ti -1c
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.RI "struct \fBAngularMomentum\fP"
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.br
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.RI "Dimension of Angular \fBMomentum\fP\&. "
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.ti -1c
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.RI "struct \fBAngularVelocity\fP"
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.br
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.RI "Dimension of Angular \fBVelocity\fP\&. "
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.ti -1c
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.RI "struct \fBArea\fP"
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.br
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.RI "Dimension of \fBArea\fP\&. "
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.ti -1c
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.RI "struct \fBBarotropicPressurePotential\fP"
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.br
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.RI "The barotropic pressure primitive A with dA/density = (dP/density)/density\&. "
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.ti -1c
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.RI "struct \fBChemicalPotential\fP"
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.br
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.RI "Dimension of Chemical Potential\&. "
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.ti -1c
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.RI "struct \fBDimensionless\fP"
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.br
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.RI "Non dimensional type\&. "
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.ti -1c
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.RI "struct \fBDynamicViscosity\fP"
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.br
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.RI "Dimension of Dynamic Viscosity\&. "
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.ti -1c
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.RI "struct \fBEnergy\fP"
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.br
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.RI "Dimension of \fBEnergy\fP\&. "
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.ti -1c
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.RI "struct \fBEnergyDensity\fP"
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.br
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.RI "Dimension of \fBEnergy\fP Density\&. "
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.ti -1c
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.RI "struct \fBEntropy\fP"
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.br
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.RI "Dimension of \fBEntropy\fP\&. "
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.ti -1c
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.RI "struct \fBForce\fP"
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.br
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.RI "Dimension of \fBForce\fP\&. "
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.ti -1c
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.RI "struct \fBForceDensity\fP"
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.br
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.RI "\fBForce\fP per unit volume\&. "
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.ti -1c
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.RI "struct \fBFrequency\fP"
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.br
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.RI "Dimension of \fBFrequency\fP\&. "
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.ti -1c
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.RI "struct \fBGravitationalConstant\fP"
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.br
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.RI "Newton's gravitational constant, expressed in the selected system of units\&. "
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.ti -1c
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.RI "struct \fBGravitationalPotential\fP"
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.br
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.RI "Dimension of Gravitational Potential\&. "
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.ti -1c
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.RI "struct \fBInternalEnergy\fP"
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.br
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.RI "Dimension of Internal \fBEnergy\fP\&. "
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.ti -1c
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.RI "struct \fBInverseTimeSquared\fP"
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.br
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.RI "Inverse time squared, the physical dimension of a Poisson residual\&. "
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.ti -1c
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.RI "struct \fBIsQuantityValue\fP"
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.br
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.ti -1c
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.RI "struct \fBIsQuantityValue< QuantityValue< Quantity > >\fP"
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.br
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.ti -1c
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.RI "struct \fBKinematicViscosity\fP"
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.br
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.RI "Dimension of Kinematic Viscosity\&. "
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.ti -1c
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.RI "struct \fBLength\fP"
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.br
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.RI "Dimension of \fBLength\fP\&. "
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.ti -1c
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.RI "struct \fBLuminosity\fP"
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.br
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.RI "Dimension of \fBLuminosity\fP\&. "
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.ti -1c
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.RI "struct \fBMagneticFluxDensity\fP"
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.br
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.RI "Dimension of Magnetic Flux Density\&. "
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.ti -1c
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.RI "struct \fBMass\fP"
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.br
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.RI "Dimension of mass\&. "
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.ti -1c
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.RI "struct \fBMassDensity\fP"
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.br
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.RI "Dimension of \fBMass\fP Density\&. "
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.ti -1c
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.RI "struct \fBMassDensityRate\fP"
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.br
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.RI "\fBMass\fP density divided by time,\&. "
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.ti -1c
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.RI "struct \fBMassFlowRate\fP"
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.br
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.RI "Dimension of \fBMass\fP Flow Rate\&. "
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.ti -1c
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.RI "struct \fBMomentOfInertia\fP"
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.br
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.RI "Dimension of Moment Of Inertia\&. "
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.ti -1c
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.RI "struct \fBMomentum\fP"
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.br
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.RI "Dimension of \fBMomentum\fP\&. "
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.ti -1c
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.RI "struct \fBNumberDensity\fP"
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.br
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.RI "Dimension of Number Density\&. "
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.ti -1c
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.RI "struct \fBOpacity\fP"
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.br
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.RI "Dimension of \fBOpacity\fP\&. "
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.ti -1c
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.RI "class \fBPartialDerivative\fP"
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.br
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.RI "Class to represent a compile time derivative relation between two quantities\&. Note that this class does not, in fact cannot, compute any derivatives itself\&. Rather, this is a way for the compiler to understand higher level mathematical relations\&. Unless you are really in the weeds of the development team you will likely not need to interact with this directly\&. Further note that this class does include (unlike the more basic dimension system) some basic dimensional analysis\&. Specifically, there are some overloaded operators that allow for certain specializations of \fBPartialDerivative\fP to operate on one and other conditioned on what their input and output types are\&. This does not do any thing like convert area to length^2\&. However, it will do more basic things like ensure that you can only add two partials which agree on their dimensions exactly\&. Or that while you can multiple a partial by any scalar, you cannot multiply arbitrary partials\&. "
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.ti -1c
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.RI "struct \fBPhysicalQuantity\fP"
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.br
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.ti -1c
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.RI "struct \fBPower\fP"
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.br
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.RI "Dimension of \fBPower\fP\&. "
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.ti -1c
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.RI "struct \fBPressure\fP"
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.br
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.RI "Dimension of \fBPressure\fP\&. "
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.ti -1c
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.RI "struct \fBPressureLaplacian\fP"
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.br
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.RI "\fBPressure\fP divided by length squared\&. "
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.ti -1c
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.RI "struct \fBQuantityAt\fP"
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.br
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.ti -1c
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.RI "struct \fBQuantityAt< Index, QuantityList< Quantities\&.\&.\&. > >\fP"
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.br
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.ti -1c
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.RI "struct \fBQuantityList\fP"
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.br
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.ti -1c
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.RI "struct \fBQuantityOf\fP"
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.br
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.ti -1c
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.RI "struct \fBQuantityOf< QuantityValue< Quantity > >\fP"
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.br
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.ti -1c
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.RI "class \fBQuantityValue\fP"
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.br
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.RI "This is the non derivative equivalent to \fBPartialDerivative\fP\&. This associates a dimension with a value and, if that value can be determined at compile time, can be decomposed to a transparent double through \&.\fBvalue()\fP "
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.ti -1c
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.RI "class \fBSecondPartialDerivative\fP"
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.br
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.RI "A second EOS partial retains both differentiation quantities in its type\&. "
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.ti -1c
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.RI "struct \fBSpecificEnergy\fP"
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.br
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.RI "Dimension of Specific \fBEnergy\fP\&. "
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.ti -1c
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.RI "struct \fBSpecificEnthalpy\fP"
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.br
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.RI "Dimension of Specific Enthalpy\&. "
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.ti -1c
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.RI "struct \fBSpecificEntropy\fP"
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.br
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.RI "Dimension of Specific \fBEntropy\fP\&. "
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.ti -1c
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.RI "struct \fBSpecificInternalEnergy\fP"
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.br
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.RI "Dimension of Specific Internal \fBEnergy\fP\&. "
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.ti -1c
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.RI "struct \fBTemperature\fP"
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.br
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.RI "Dimension of \fBTemperature\fP\&. "
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.ti -1c
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.RI "struct \fBThermodynamicQuantity\fP"
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.br
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.ti -1c
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.RI "struct \fBTime\fP"
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.br
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.RI "Dimension of \fBTime\fP\&. "
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.ti -1c
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.RI "struct \fBTorque\fP"
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.br
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.RI "Dimension of \fBTorque\fP\&. "
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.ti -1c
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.RI "struct \fBVelocity\fP"
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.br
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.RI "Dimension of \fBVelocity\fP\&. "
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.ti -1c
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.RI "struct \fBVolume\fP"
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.br
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.RI "Dimension of \fBVolume\fP\&. "
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.ti -1c
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.RI "struct \fBWithRespectTo\fP"
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.br
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.RI "A type that is empty at runtime but allows for the developer to specify to the compiler what quantity the partial is with respect to\&. "
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.in -1c
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.SS "Concepts"
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.in +1c
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.ti -1c
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.RI "concept \fBPhysicalQuantityType\fP"
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.br
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.RI "Is compile-time true of the QuantityCandidate can have any const / volatile stripped and if its derived from PhysicalQuantity\&. Note all ThermodynamicQuantities will also satisfy this concept\&. "
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.ti -1c
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.RI "concept \fBThermodynamicQuantityType\fP"
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.br
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.RI "Is compile-time true of the QuantityCandidate can have any const / volatile stripped and if its derived from PhysicalQuantity (both enforced through checking \fBPhysicalQuantityType\fP) and then that is is also derived from ThermodynamicQuantity\&. Note not all physical quanties will satisfy this\&. "
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.ti -1c
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.RI "concept \fBQuantityValueType\fP"
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.br
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.RI "Turn those compile time structs into a concept that can be used to constrain a template parameter\&. "
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.ti -1c
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.RI "concept \fBThermodynamicQuantityValueType\fP"
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.br
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.in -1c
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.SS "Typedefs"
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.in +1c
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.ti -1c
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.RI "template<QuantityValueType Value> using \fBQuantityOfT\fP = typename \fBQuantityOf\fP<\fBNeitherConstNorVolatileReference\fP<Value>>::Type"
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.br
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.ti -1c
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.RI "using \fBDimensionlessValue\fP = \fBQuantityValue\fP<\fBDimensionless\fP>"
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.br
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.RI "A dimensionless quantity, used for quantities that do not have a physical dimension (e\&.g\&., a pure number)\&. "
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.ti -1c
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.RI "using \fBMassValue\fP = \fBQuantityValue\fP<\fBMass\fP>"
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.br
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.RI "A quantity representing mass\&. "
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.ti -1c
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.RI "using \fBLengthValue\fP = \fBQuantityValue\fP<\fBLength\fP>"
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.br
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.RI "A quantity representing length\&. "
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.ti -1c
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.RI "using \fBTimeValue\fP = \fBQuantityValue\fP<\fBTime\fP>"
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.br
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.RI "A quantity representing time\&. "
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.ti -1c
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.RI "using \fBAreaValue\fP = \fBQuantityValue\fP<\fBArea\fP>"
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.br
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.RI "A quantity representing area\&. "
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.ti -1c
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.RI "using \fBVolumeValue\fP = \fBQuantityValue\fP<\fBVolume\fP>"
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.br
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.RI "A quantity representing volume\&. "
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.ti -1c
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.RI "using \fBDensityValue\fP = \fBQuantityValue\fP<\fBMassDensity\fP>"
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.br
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.RI "A quantity representing mass density\&. "
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.ti -1c
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.RI "using \fBNumberDensityValue\fP = \fBQuantityValue\fP<\fBNumberDensity\fP>"
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.br
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.RI "A quantity representing number density\&. "
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.ti -1c
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.RI "using \fBPressureValue\fP = \fBQuantityValue\fP<\fBPressure\fP>"
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.br
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.RI "A quantity representing pressure\&. "
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.ti -1c
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.RI "using \fBTemperatureValue\fP = \fBQuantityValue\fP<\fBTemperature\fP>"
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.br
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.RI "A quantity representing temperature\&. "
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.ti -1c
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.RI "using \fBEntropyValue\fP = \fBQuantityValue\fP<\fBEntropy\fP>"
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.br
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.RI "A quantity representing entropy\&. "
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.ti -1c
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.RI "using \fBSpecificEntropyValue\fP = \fBQuantityValue\fP<\fBSpecificEntropy\fP>"
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.br
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.RI "A quantity representing specific entropy\&. "
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.ti -1c
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.RI "using \fBChemicalPotentialValue\fP = \fBQuantityValue\fP<\fBChemicalPotential\fP>"
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.br
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.RI "A quantity representing chemical potential\&. "
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.ti -1c
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.RI "using \fBEnergyValue\fP = \fBQuantityValue\fP<\fBEnergy\fP>"
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.br
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.RI "A quantity representing energy\&.\&. "
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.ti -1c
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.RI "using \fBInternalEnergyValue\fP = \fBQuantityValue\fP<\fBInternalEnergy\fP>"
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.br
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.RI "A quantity representing internal energy\&. "
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.ti -1c
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.RI "using \fBSpecificEnergyValue\fP = \fBQuantityValue\fP<\fBSpecificEnergy\fP>"
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.br
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.RI "A quantity representing specific energy\&. "
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.ti -1c
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.RI "using \fBSpecificInternalEnergyValue\fP = \fBQuantityValue\fP<\fBSpecificInternalEnergy\fP>"
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.br
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.RI "A quantity representing specific internal energy\&. "
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.ti -1c
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.RI "using \fBSpecificEnthalpyValue\fP = \fBQuantityValue\fP<\fBSpecificEnthalpy\fP>"
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.br
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.RI "A quantity representing specific enthalpy\&. "
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.ti -1c
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.RI "using \fBBarotropicPressurePotentialValue\fP = \fBQuantityValue\fP<\fBBarotropicPressurePotential\fP>"
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.br
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.RI "A barotropic pressure primitive with specific energy units\&. "
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.ti -1c
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.RI "using \fBEnergyDensityValue\fP = \fBQuantityValue\fP<\fBEnergyDensity\fP>"
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.br
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.RI "A quantity representing energy density\&. "
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.ti -1c
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.RI "using \fBGravitationalPotentialValue\fP = \fBQuantityValue\fP<\fBGravitationalPotential\fP>"
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.br
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.RI "A quantity representing gravitational potential\&. "
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.ti -1c
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.RI "using \fBVelocityValue\fP = \fBQuantityValue\fP<\fBVelocity\fP>"
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.br
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.RI "A quantity representing velocity\&. "
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.ti -1c
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.RI "using \fBAccelerationValue\fP = \fBQuantityValue\fP<\fBAcceleration\fP>"
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.br
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.RI "A quantity representing acceleration\&. "
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.ti -1c
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.RI "using \fBFrequencyValue\fP = \fBQuantityValue\fP<\fBFrequency\fP>"
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.br
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.RI "A quantity representing frequency\&. "
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.ti -1c
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.RI "using \fBAngularVelocityValue\fP = \fBQuantityValue\fP<\fBAngularVelocity\fP>"
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.br
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.RI "A quantity representing angular velocity\&. "
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.ti -1c
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.RI "using \fBMomentumValue\fP = \fBQuantityValue\fP<\fBMomentum\fP>"
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.br
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.RI "A quantity representing momentum\&. "
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.ti -1c
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.RI "using \fBAngularMomentumValue\fP = \fBQuantityValue\fP<\fBAngularMomentum\fP>"
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.br
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.RI "A quantity representing angular momentum\&. "
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.ti -1c
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.RI "using \fBMomentOfInertiaValue\fP = \fBQuantityValue\fP<\fBMomentOfInertia\fP>"
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.br
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.RI "A quantity representing moment of inertia\&. "
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.ti -1c
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.RI "using \fBForceValue\fP = \fBQuantityValue\fP<\fBForce\fP>"
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.br
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.RI "A quantity representing force\&.\&. "
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.ti -1c
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.RI "using \fBTorqueValue\fP = \fBQuantityValue\fP<\fBTorque\fP>"
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.br
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.RI "A quantity representing torque\&. "
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.ti -1c
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.RI "using \fBPowerValue\fP = \fBQuantityValue\fP<\fBPower\fP>"
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.br
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.RI "A quantity representing power\&. "
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.ti -1c
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.RI "using \fBLuminosityValue\fP = \fBQuantityValue\fP<\fBLuminosity\fP>"
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.br
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.RI "A quantity representing luminosity\&. "
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.ti -1c
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.RI "using \fBMassFlowRateValue\fP = \fBQuantityValue\fP<\fBMassFlowRate\fP>"
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.br
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.RI "A quantity representing mass flow rate\&. "
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.ti -1c
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.RI "using \fBOpacityValue\fP = \fBQuantityValue\fP<\fBOpacity\fP>"
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.br
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.RI "A quantity representing opacity\&. "
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.ti -1c
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.RI "using \fBDynamicViscosityValue\fP = \fBQuantityValue\fP<\fBDynamicViscosity\fP>"
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.br
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.RI "A quantity representing dynamic viscosity\&. "
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.ti -1c
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.RI "using \fBKinematicViscosityValue\fP = \fBQuantityValue\fP<\fBKinematicViscosity\fP>"
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.br
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.RI "A quantity representing kinematic viscosity\&. "
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.ti -1c
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.RI "using \fBMagneticFluxDensityValue\fP = \fBQuantityValue\fP<\fBMagneticFluxDensity\fP>"
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.br
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.RI "A quantity representing magnetic flux density\&. "
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.ti -1c
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.RI "template<class T> using \fBNeitherConstNorVolatile\fP"
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.br
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.ti -1c
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.RI "template<class T> using \fBNeitherConstNorVolatileReference\fP"
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.br
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.in -1c
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.SH "Typedef Documentation"
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.PP
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.SS "using \fBserif::dimensions::AccelerationValue\fP = \fBQuantityValue\fP<\fBAcceleration\fP>"
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.PP
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A quantity representing acceleration\&.
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.SS "using \fBserif::dimensions::AngularMomentumValue\fP = \fBQuantityValue\fP<\fBAngularMomentum\fP>"
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.PP
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A quantity representing angular momentum\&.
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.SS "using \fBserif::dimensions::AngularVelocityValue\fP = \fBQuantityValue\fP<\fBAngularVelocity\fP>"
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.PP
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A quantity representing angular velocity\&.
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.SS "using \fBserif::dimensions::AreaValue\fP = \fBQuantityValue\fP<\fBArea\fP>"
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.PP
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A quantity representing area\&.
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.SS "using \fBserif::dimensions::BarotropicPressurePotentialValue\fP = \fBQuantityValue\fP<\fBBarotropicPressurePotential\fP>"
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.PP
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A barotropic pressure primitive with specific energy units\&.
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.SS "using \fBserif::dimensions::ChemicalPotentialValue\fP = \fBQuantityValue\fP<\fBChemicalPotential\fP>"
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.PP
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A quantity representing chemical potential\&.
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.SS "using \fBserif::dimensions::DensityValue\fP = \fBQuantityValue\fP<\fBMassDensity\fP>"
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.PP
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A quantity representing mass density\&.
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.SS "using \fBserif::dimensions::DimensionlessValue\fP = \fBQuantityValue\fP<\fBDimensionless\fP>"
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.PP
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A dimensionless quantity, used for quantities that do not have a physical dimension (e\&.g\&., a pure number)\&.
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.SS "using \fBserif::dimensions::DynamicViscosityValue\fP = \fBQuantityValue\fP<\fBDynamicViscosity\fP>"
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.PP
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A quantity representing dynamic viscosity\&.
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.SS "using \fBserif::dimensions::EnergyDensityValue\fP = \fBQuantityValue\fP<\fBEnergyDensity\fP>"
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.PP
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A quantity representing energy density\&.
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.SS "using \fBserif::dimensions::EnergyValue\fP = \fBQuantityValue\fP<\fBEnergy\fP>"
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.PP
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A quantity representing energy\&.\&.
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.SS "using \fBserif::dimensions::EntropyValue\fP = \fBQuantityValue\fP<\fBEntropy\fP>"
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.PP
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A quantity representing entropy\&.
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.SS "using \fBserif::dimensions::ForceValue\fP = \fBQuantityValue\fP<\fBForce\fP>"
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.PP
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A quantity representing force\&.\&.
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.SS "using \fBserif::dimensions::FrequencyValue\fP = \fBQuantityValue\fP<\fBFrequency\fP>"
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.PP
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A quantity representing frequency\&.
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.SS "using \fBserif::dimensions::GravitationalPotentialValue\fP = \fBQuantityValue\fP<\fBGravitationalPotential\fP>"
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.PP
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A quantity representing gravitational potential\&.
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.SS "using \fBserif::dimensions::InternalEnergyValue\fP = \fBQuantityValue\fP<\fBInternalEnergy\fP>"
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.PP
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A quantity representing internal energy\&.
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.SS "using \fBserif::dimensions::KinematicViscosityValue\fP = \fBQuantityValue\fP<\fBKinematicViscosity\fP>"
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.PP
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A quantity representing kinematic viscosity\&.
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.SS "using \fBserif::dimensions::LengthValue\fP = \fBQuantityValue\fP<\fBLength\fP>"
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.PP
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A quantity representing length\&.
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.SS "using \fBserif::dimensions::LuminosityValue\fP = \fBQuantityValue\fP<\fBLuminosity\fP>"
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.PP
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A quantity representing luminosity\&.
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.SS "using \fBserif::dimensions::MagneticFluxDensityValue\fP = \fBQuantityValue\fP<\fBMagneticFluxDensity\fP>"
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.PP
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A quantity representing magnetic flux density\&.
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.SS "using \fBserif::dimensions::MassFlowRateValue\fP = \fBQuantityValue\fP<\fBMassFlowRate\fP>"
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.PP
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A quantity representing mass flow rate\&.
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.SS "using \fBserif::dimensions::MassValue\fP = \fBQuantityValue\fP<\fBMass\fP>"
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.PP
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A quantity representing mass\&.
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.SS "using \fBserif::dimensions::MomentOfInertiaValue\fP = \fBQuantityValue\fP<\fBMomentOfInertia\fP>"
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.PP
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A quantity representing moment of inertia\&.
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.SS "using \fBserif::dimensions::MomentumValue\fP = \fBQuantityValue\fP<\fBMomentum\fP>"
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.PP
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A quantity representing momentum\&.
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.SS "template<class T> using \fBserif::utils::misc::std_helper::NeitherConstNorVolatile\fP"
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.SS "template<class T> using \fBserif::utils::misc::std_helper::NeitherConstNorVolatileReference\fP"
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.SS "using \fBserif::dimensions::NumberDensityValue\fP = \fBQuantityValue\fP<\fBNumberDensity\fP>"
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.PP
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A quantity representing number density\&.
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.SS "using \fBserif::dimensions::OpacityValue\fP = \fBQuantityValue\fP<\fBOpacity\fP>"
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.PP
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A quantity representing opacity\&.
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.SS "using \fBserif::dimensions::PowerValue\fP = \fBQuantityValue\fP<\fBPower\fP>"
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.PP
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A quantity representing power\&.
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.SS "using \fBserif::dimensions::PressureValue\fP = \fBQuantityValue\fP<\fBPressure\fP>"
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.PP
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A quantity representing pressure\&.
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.SS "template<QuantityValueType Value> using \fBserif::dimensions::QuantityOfT\fP = typename \fBQuantityOf\fP<\fBNeitherConstNorVolatileReference\fP<Value>>::Type"
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.SS "using \fBserif::dimensions::SpecificEnergyValue\fP = \fBQuantityValue\fP<\fBSpecificEnergy\fP>"
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.PP
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A quantity representing specific energy\&.
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.SS "using \fBserif::dimensions::SpecificEnthalpyValue\fP = \fBQuantityValue\fP<\fBSpecificEnthalpy\fP>"
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.PP
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A quantity representing specific enthalpy\&.
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.SS "using \fBserif::dimensions::SpecificEntropyValue\fP = \fBQuantityValue\fP<\fBSpecificEntropy\fP>"
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.PP
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A quantity representing specific entropy\&.
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.SS "using \fBserif::dimensions::SpecificInternalEnergyValue\fP = \fBQuantityValue\fP<\fBSpecificInternalEnergy\fP>"
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.PP
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A quantity representing specific internal energy\&.
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.SS "using \fBserif::dimensions::TemperatureValue\fP = \fBQuantityValue\fP<\fBTemperature\fP>"
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.PP
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A quantity representing temperature\&.
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.SS "using \fBserif::dimensions::TimeValue\fP = \fBQuantityValue\fP<\fBTime\fP>"
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.PP
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A quantity representing time\&.
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.SS "using \fBserif::dimensions::TorqueValue\fP = \fBQuantityValue\fP<\fBTorque\fP>"
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.PP
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A quantity representing torque\&.
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.SS "using \fBserif::dimensions::VelocityValue\fP = \fBQuantityValue\fP<\fBVelocity\fP>"
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.PP
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A quantity representing velocity\&.
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.SS "using \fBserif::dimensions::VolumeValue\fP = \fBQuantityValue\fP<\fBVolume\fP>"
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.PP
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A quantity representing volume\&.
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.SH "Author"
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.PP
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Generated automatically by Doxygen for SERiF from the source code\&.
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