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integer | n |
| Order of polynomial for the 1st index I. More...
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integer | m |
| Order of polynomial for the 2nd index J, M=0 for 1D polynomial. More...
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real(eiram_dp), dimension(:,:), allocatable | creac |
| Coefficients of the polynomial, CREAC(I,J)= . More...
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real(eiram_dp) | x1min |
| Minimal value of the 1st variable for which the fit is valid. More...
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real(eiram_dp) | x1max |
| Maximal value of the 1st variable for which the fit is valid. More...
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real(eiram_dp) | x2min |
| Minimal value of the 2nd variable for which the fit is valid. More...
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real(eiram_dp) | x2max |
| Maximal value of the 2nd variable for which the fit is valid. More...
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character(units_length) | x1units = "" |
| Units of variable in human-readable format. More...
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character(units_length) | x2units = "" |
| Units of variable in human-readable format. More...
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character(units_length) | yunits = "" |
| Units of the resulting rate or cross-section in human-readable format. More...
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character(quantity_length) | x1quantity = "" |
| Name of the physical quantity described by in human-readable format. More...
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character(quantity_length) | x2quantity = "" |
| Name of the physical quantity described by in human-readable format. More...
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character(quantity_length) | yquantity = "" |
| Name of the physical quantity described by in human-readable format. More...
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character(reaction_length) | reaction = "" |
| Equation of the reaction in human-readable format. More...
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character(description_length) | description = "" |
| Description of the process (human-readable) More...
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character(eiram_file_name_length) | file = "" |
| Name of the input file (data set): HYDHEL, AMJUEL etc. More...
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character(eiram_type_length) | type = "" |
| Type of the reaction: H.1, H.2, H.3 etc. More...
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character(eiram_index_length) | index = "" |
| Index of reaction, e.g. 2.1.5. More...
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Data for one reaction.
The reaction rate or cross section is described by the equation:
Definition at line 142 of file eiram.f90.
real(eiram_dp), dimension(:,:), allocatable eiram::eiram_data::creac |
Coefficients of the polynomial, CREAC(I,J)= .
If M=0 then CREAC(0:N,0) else CREAC(0:M,0:N) (that the sums are always calculated over the "fast" 1st index)
Definition at line 151 of file eiram.f90.