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| subroutine  | expsym2d_t (x, z, zd) | 
|   | Use the Taylor-series method (eigenvalues both fairly close to zero).  More...
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Definition at line 28 of file psym2.f90.
 
◆ expsym2d_t()
  
  
      
        
          | subroutine psym2::expsym2d_t::expsym2d_t  | 
          ( | 
          real(dp), dimension(2,2), intent(in)  | 
          x,  | 
         
        
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          real(dp), dimension(2,2), intent(out)  | 
          z,  | 
         
        
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          real(dp), dimension(2,2,2,2), intent(out)  | 
          zd  | 
         
        
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          ) | 
           |  | 
         
       
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private   | 
  
 
Use the Taylor-series method (eigenvalues both fairly close to zero). 
For a 2*2 symmetric matrix x, try to get both the z=exp(x) and dz/dx using the Taylor series expansion method.
- Parameters
 - 
  
    | [in] | x | symmetric 2*2 positive-definite matrix  | 
    | [out] | z | Taylor series expansion method exp(x)  | 
    | [out] | zd | symmetric derivative  | 
  
   
- Author
 - R. J. Purser 
 
Definition at line 347 of file psym2.f90.
 
 
The documentation for this interface was generated from the following file:
- /scratch1/NCEPDEV/da/George.Gayno/ufs_utils.git/UFS_UTILS/sorc/grid_tools.fd/regional_esg_grid.fd/psym2.f90