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Initial checkin of Arnaud's MatLAB diagnostics
1 | edhill | 1.1 | % |
2 | % function [TDA] = dry_adiabat(TS); | ||
3 | % | ||
4 | % Computes the temperature TDA(p) (in K) following | ||
5 | % a dry adiabat profile, for a given 1st | ||
6 | % layer temperature TS (in K) | ||
7 | % | ||
8 | |||
9 | |||
10 | function [TDA] = dry_adiabat(TS); | ||
11 | |||
12 | % Constants | ||
13 | RGASdry = 287.04; | ||
14 | RGASvapor = 461.5; | ||
15 | PREF = 1000; %in mb | ||
16 | CPdry = 1005; | ||
17 | GRAVI = 9.81; | ||
18 | |||
19 | % Pressure grid | ||
20 | P = [987.5:-25:0]; %in mb | ||
21 | DP = 25; %in mb | ||
22 | NL = 40; | ||
23 | |||
24 | % Pressure integral | ||
25 | TDA = NaN * ones(1,NL); | ||
26 | TDA(1) = TS; | ||
27 | for l = 1:NL-1; | ||
28 | %RGAS = RGASvapor * Q(l) + (1-Q(l))*RGASdry ;%if fancy!! | ||
29 | RGAS = RGASdry; | ||
30 | t = TDA(l) - 273.15; | ||
31 | GAMMAs = GRAVI / CPdry; | ||
32 | DT = - RGAS * TDA(l) * GAMMAs * DP / (GRAVI * P(l)); | ||
33 | TDA(l+1) = TDA(l) + DT; | ||
34 | end | ||
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