da_jo_and_grady_bogus.inc
References to this file elsewhere.
1 subroutine da_jo_and_grady_bogus(iv, re, jo, jo_grad_y)
2
3 !-----------------------------------------------------------------------
4 ! Purpose: TBD
5 !-----------------------------------------------------------------------
6
7 implicit none
8
9 type (ob_type), intent(in) :: iv ! Innovation vector.
10 type (y_type), intent(in) :: re ! Residual vector.
11 type (y_type), intent(inout) :: jo_grad_y ! Grad_y(Jo)
12 type (jo_type), intent(inout):: jo ! Obs cost function.
13
14 integer :: n, k
15
16 jo%Bogus_u = 0.0
17 jo%Bogus_v = 0.0
18 jo%Bogus_t = 0.0
19 jo%Bogus_q = 0.0
20 jo%Bogus_slp = 0.0
21
22 if (iv%num_Bogus > 0) then
23 do n=1, iv%num_Bogus
24 jo_grad_y%Bogus(n)%slp = -re%Bogus(n)%slp / &
25 (iv%Bogus(n)%slp%error * &
26 iv%Bogus(n)%slp%error)
27 do k=1, iv%bogus(n)%info%levels
28 jo_grad_y%Bogus(n)%u(k) = -re%Bogus(n)%u(k) / &
29 (iv%Bogus(n)%u(k)%error * &
30 iv%Bogus(n)%u(k)%error)
31 jo_grad_y%Bogus(n)%v(k) = -re%Bogus(n)%v(k) / &
32 (iv%Bogus(n)%v(k)%error * &
33 iv%Bogus(n)%v(k)%error)
34 jo_grad_y%Bogus(n)%t(k) = -re%Bogus(n)%t(k) / &
35 (iv%Bogus(n)%t(k)%error * &
36 iv%Bogus(n)%t(k)%error)
37 jo_grad_y%Bogus(n)%q(k) = -re%Bogus(n)%q(k) / &
38 (iv%Bogus(n)%q(k)%error * &
39 iv%Bogus(n)%q(k)%error)
40 end do
41
42 if (iv%bogus(n)%loc%proc_domain) then
43 jo%Bogus_slp = jo%Bogus_slp - &
44 re%Bogus(n)%slp * jo_grad_y%Bogus(n)%slp
45
46 do k=1, iv%bogus(n)%info%levels
47 jo%Bogus_u = jo%Bogus_u - &
48 re%Bogus(n)%u(k) * jo_grad_y%Bogus(n)%u(k)
49 jo%Bogus_v = jo%Bogus_v - &
50 re%Bogus(n)%v(k) * jo_grad_y%Bogus(n)%v(k)
51 jo%Bogus_t = jo%Bogus_t - &
52 re%Bogus(n)%t(k) * jo_grad_y%Bogus(n)%t(k)
53 jo%Bogus_q = jo%Bogus_q - &
54 re%Bogus(n)%q(k) * jo_grad_y%Bogus(n)%q(k)
55 end do
56 end if
57 end do
58
59 jo % bogus_slp = 0.5 * jo % bogus_slp
60 jo % bogus_u = 0.5 * jo % bogus_u
61 jo % bogus_v = 0.5 * jo % bogus_v
62 jo % bogus_t = 0.5 * jo % bogus_t
63 jo % bogus_q = 0.5 * jo % bogus_q
64 end if
65
66 end subroutine da_jo_and_grady_bogus
67
68