RhinoMath Methods |
The RhinoMath type exposes the following members.
Methods| Name | Description | |
|---|---|---|
  | Clamp(Double, Double, Double) |
Limits a Double to be specified within an interval of two numbers, by specifying a fixed minimum and maximum.
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| Clamp(Int32, Int32, Int32) |
Restricts a Int32 to be specified within an interval of two integers.
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| CRC32(UInt32, Byte) |
Advances the cyclic redundancy check value remainder given a byte array.
http://en.wikipedia.org/wiki/Cyclic_redundancy_check.
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 | CRC32(UInt32, Double) |
Advances the cyclic redundancy check value remainder given a Double.
http://en.wikipedia.org/wiki/Cyclic_redundancy_check.
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| CRC32(UInt32, Int32) |
Advances the cyclic redundancy check value remainder given a Int32.
http://en.wikipedia.org/wiki/Cyclic_redundancy_check.
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| EpsilonEquals(Double, Double, Double) |
Compare two doubles for equality within some "epsilon" range
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| EpsilonEquals(Single, Single, Single) |
Compare to floats for equality within some "epsilon" range
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| EvaluateNormal |
Expert tool to evaluate surface unit normal.
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| EvaluateNormalPartials |
Expert tool to evaluate partial derivatives of surface unit normal.
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| EvaluateSectionalCurvature |
Expert tool to evaluate sectional curvature from surface derivatives and section plane normal.
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| Integrate(FuncObject, Int32, Double, Double, Object, Curve, Double, Double, Double) |
Calculates the definite integral of a smooth (C-infinity)
function of one variable using a Rhomberg integration technique
and returns returns Integral(f(t)*|curve'(t)|*dt).
The C-infinity requirement is used by the Rhomberg algorithm when
estimating error bounds and convergence. If you choose to pass a
C2 function, you are likely to converge while getting less accurate
results and incorrect error bound estimates.
Using a C0 or C1 fucntion will often return nonsense.
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| Integrate(FuncObject, Int32, Double, Double, Object, Interval, Double, Double, Double) |
Calculates the definite integral of a smooth (C-infinity)
function using a Rhomberg integration technique.
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| Integrate(FuncObject, Int32, Double, Double, Double, Object, Surface, Double, Double, Double) | |
| Integrate(FuncObject, Int32, Double, Double, Object, Curve, Double, Double, CancellationToken, Double) |
Calculates the definite integral of a smooth (C-infinity)
function of one variable using a Rhomberg integration technique
and returns returns Integral(f(t)*|curve'(t)|*dt).
The C-infinity requirement is used by the Rhomberg algorithm when
estimating error bounds and convergence. If you choose to pass a
C2 function, you are likely to converge while getting less accurate
results and incorrect error bound estimates.
Using a C0 or C1 fucntion will often return nonsense.
The calculation can be canceled through the cancellation token.
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| Integrate(FuncObject, Int32, Double, Double, Object, Interval, Double, Double, CancellationToken, Double) |
Calculates the definite integral of a smooth (C-infinity)
function using a Rhomberg integration technique.
The calculation can be canceled through the cancellation token.
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| Integrate(FuncObject, Int32, Double, Double, Double, Object, Interval, Interval, Double, Double, Double) | |
| Integrate(FuncObject, Int32, Double, Double, Double, Object, Surface, Double, Double, CancellationToken, Double) | |
| Integrate(FuncObject, Int32, Double, Double, Double, Object, Interval, Interval, Double, Double, CancellationToken, Double) | |
| IntIndexToString |
Portrays an Int32 index in text.
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| IsValidDouble |
Determines whether a Double value is valid within the RhinoCommon context.
Rhino does not use Double.NaN by convention, so this test evaluates to true if: x is not equal to RhinoMath.UnsetValue System.Double.IsNaN(x) evaluates to false System.Double.IsInfinity(x) evaluates to false |
| IsValidSingle |
Determines whether a Single value is valid within the RhinoCommon context.
Rhino does not use Single.NaN by convention, so this test evaluates to true if: x is not equal to RhinoMath.UnsetValue, System.Single.IsNaN(x) evaluates to false System.Single.IsInfinity(x) evaluates to false |
| MetersPerUnit |
Return number of meters per one unit of a given unit system
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| ParseNumber |
Evaluates command line math expression.
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| ToDegrees |
Convert an angle from radians to degrees.
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| ToRadians |
Convert an angle from degrees to radians.
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| TryParseNumber |
Evaluates command line math expression.
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| UnitScale(UnitSystem, UnitSystem) |
Computes the scale factor for changing the measurements unit systems.
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| UnitScale(UnitSystem, Double, UnitSystem, Double) |
Computes the scale factor for changing the measurements unit systems.
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| Wrap |
Limits a Double to be specified within an interval of two numbers by repeating the available interval cyclically.
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See Also