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COOLFluiD
Release kernel
COOLFluiD is a Collaborative Simulation Environment (CSE) focused on complex MultiPhysics simulations.
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Static functions for mathematical constants. More...
Functions | |
| Real | int_max () |
| Returns the maximum number representable with the chosen precision. More... | |
| Real | int_min () |
| Definition of the minimum number representable with the chosen precision. More... | |
| Uint | uint_max () |
| Returns the maximum number representable with the chosen precision. More... | |
| Uint | uint_min () |
| Definition of the minimum number representable with the chosen precision. More... | |
| Real | real_max () |
| Returns the maximum number representable with the chosen precision. More... | |
| Real | real_min () |
| Definition of the minimum number representable with the chosen precision. More... | |
| Real | real_nan () |
| Definition of the minimum number representable with the chosen precision. More... | |
| Real | eps () |
| Real | inf () |
| Definition of Infinity. More... | |
| Real | pi () |
| Definition of the Pi constant. More... | |
Static functions for mathematical constants.
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Definition of the maximum difference recognazible between two numbers with the chosen precision. Usefull for comparisons to zero with real numbers:
Definition at line 44 of file Consts.hpp.
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Definition of Infinity.
Definition at line 46 of file Consts.hpp.
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Returns the maximum number representable with the chosen precision.
Definition at line 28 of file Consts.hpp.
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Definition of the minimum number representable with the chosen precision.
Definition at line 30 of file Consts.hpp.
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Definition of the Pi constant.
Definition at line 48 of file Consts.hpp.
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Returns the maximum number representable with the chosen precision.
Definition at line 36 of file Consts.hpp.
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Definition of the minimum number representable with the chosen precision.
Definition at line 38 of file Consts.hpp.
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Definition of the minimum number representable with the chosen precision.
Definition at line 40 of file Consts.hpp.
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Returns the maximum number representable with the chosen precision.
Definition at line 32 of file Consts.hpp.
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Definition of the minimum number representable with the chosen precision.
Definition at line 34 of file Consts.hpp.
1.8.9.1
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