Last change
on this file since 225 was
225,
checked in by ymipsl, 10 years ago
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Property svn:executable set to
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File size:
903 bytes
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Rev | Line | |
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[225] | 1 | Input options for test program "main" in the present folder |
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| 2 | |
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| 3 | Quadrature type [1-8] (CN:1) |
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| 4 | 1 |
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| 5 | Quadrature order |
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| 6 | 8 |
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| 7 | First g abscissa imposed (Radau or Lobatto quadrature) (CN: 1.0D-12) |
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| 8 | 1.0D-12 |
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| 9 | Second g abscissa imposed (Lobatto quadrature only) (CN: 1.0D+0) |
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| 10 | 1.0D+0 |
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| 11 | Value of alpha (Jacobi quadrature) |
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| 12 | 0.0D+0 |
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| 13 | Value of beta (Jacobi quadrature) |
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| 14 | 0.0D+0 |
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| 15 | |
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| 16 | Number of intervals for acceleration arrays (CN: 1000) |
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| 17 | 1000 |
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| 18 | Maximum relative error over g for inversion procedure (CN: 1.0D-3) |
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| 19 | 1.0D-3 |
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| 20 | Use (1) linear or (2) cubic spline interpolation ? (CN: 1) |
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| 21 | 1 |
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| 22 | |
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| 23 | --------- Notes --------------- |
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| 24 | |
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| 25 | Quadrature type: |
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| 26 | 1: Legendre quadrature |
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| 27 | 2: Legendre-Radau quadrature |
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| 28 | 3: Legendre-Lobatto quadrature |
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| 29 | 4: Chebyshev quadrature of the first kind |
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| 30 | 5: Chebyshev quadrature of the second kind |
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| 31 | 6: Hermite quadrature |
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| 32 | 7: Jacobi quadrature |
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| 33 | 8: generalized Laguerre quadrature |
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| 34 | (Chebyshev, Hermite and Laguerre quadratures have not been tested) |
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