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real function, dimension(size(tr_in, 1), size(tr_in, 2), nlay), public | midas_vertmap::tracer_z_init (tr_in, z_edges, e, nkml, nkbl, land_fill, wet, nlay, nlevs, debug, i_debug, j_debug, eps_z) |
| Layer model routine for remapping tracers. More...
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integer function, dimension(size(a, 1), size(x, 1)) | midas_vertmap::bisect_fast (a, x, lo, hi) |
| Return the index where to insert item x in list a, assuming a is sorted. The return values [i] is such that all e in a[:i-1] have e <= x, and all e in a[i:] have e > x. So if x already appears in the list, will insert just after the rightmost x already there. Optional args lo (default 1) and hi (default len(a)) bound the slice of a to be searched. More...
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subroutine, public | midas_vertmap::determine_temperature (temp, salt, R, p_ref, niter, land_fill, h, k_start, eos) |
| This subroutine determines the potential temperature and salinity that is consistent with the target density using provided initial guess. More...
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subroutine | midas_vertmap::find_overlap (e, Z_top, Z_bot, k_max, k_start, k_top, k_bot, wt, z1, z2) |
| This subroutine determines the layers bounded by interfaces e that overlap with the depth range between Z_top and Z_bot, and also the fractional weights of each layer. It also calculates the normalized relative depths of the range of each layer that overlaps that depth range. Note that by convention, e decreases with increasing k and Z_top > Z_bot. More...
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real function | midas_vertmap::find_limited_slope (val, e, k) |
| This subroutine determines a limited slope for val to be advected with a piecewise limited scheme. More...
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real function, dimension(size(rho, 1), size(rho, 2), size(rb, 1)), public | midas_vertmap::find_interfaces (rho, zin, Rb, depth, nlevs, nkml, nkbl, hml, debug, eps_z, eps_rho) |
| Find interface positions corresponding to density profile. More...
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subroutine, public | midas_vertmap::meshgrid (x, y, x_T, y_T) |
| Create a 2d-mesh of grid coordinates from 1-d arrays. More...
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subroutine | midas_vertmap::smooth_heights (zi, fill, bad, sor, niter, cyclic_x, tripolar_n) |
| Solve del2 (zi) = 0 using successive iterations with a 5 point stencil. Only points fill==1 are modified. Except where bad==1, information propagates isotropically in index space. The resulting solution in each region is an approximation to del2(zi)=0 subject to boundary conditions along the valid points curve bounding this region. More...
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integer function, dimension(0:size(m, 1)+1, 0:size(m, 2)+1) | midas_vertmap::fill_boundaries_int (m, cyclic_x, tripolar_n) |
| Fill grid edges. More...
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real function, dimension(0:size(m, 1)+1, 0:size(m, 2)+1) | midas_vertmap::fill_boundaries_real (m, cyclic_x, tripolar_n) |
| fill grid edges More...
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