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step7_normal.m
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function E = step7_normal(figureStep6,h1,dinf,dsup,d,generalPath,f,Emaxvalue,t)
% function E =
% step7_normal(figureStep6,h1,dinf,dsup,d,generalPath,f,Emax,t)
% where:
% figureStep6: the figure matrix with the correct time curve figures
% selected.
% h1: is the caculated h1 from h1Calc
% dinf and dsup must correspond to values in Table 1 of ITU-r p.1546 on
% page 38 otherwise NaN will be returned
% d: is the distance
% generalPath: either 'Land' or 'Sea'
% finf and fsup: the high low pairs of the f frequency value either 100,
% 600, 2000
% f: frequency
% Emax: the the max field strength
% t: percent time
%
% returns a field strength otherwise NaN.
% Step 7: For the lower nominal frequency follow Steps 8 and 9.
% comment out exceltables if direct excel access is preffered for better
% accuracy. Not as effecient for repeated use.
exceltables = 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6.1137,53.7368;750,35.0186,35.0186,35.0186,35.0186,35.0186,35.0186,35.0186,35.0186,53.4423;775,33.928,33.928,33.928,33.928,33.928,33.928,33.928,33.928,53.1575;800,32.8419,32.8419,32.8419,32.8419,32.8419,32.8419,32.8419,32.8419,52.8817;825,31.7603,31.7603,31.7603,31.7603,31.7603,31.7603,31.7603,31.7603,52.6145;850,30.6833,30.6833,30.6833,30.6833,30.6833,30.6833,30.6833,30.6833,52.3552;875,29.6113,29.6113,29.6113,29.6113,29.6113,29.6113,29.6113,29.6113,52.1034;900,28.5449,28.5449,28.5449,28.5449,28.5449,28.5449,28.5449,28.5449,51.8587;925,27.4849,27.4849,27.4849,27.4849,27.4849,27.4849,27.4849,27.4849,51.6207;950,26.4327,26.4327,26.4327,26.4327,26.4327,26.4327,26.4327,26.4327,51.3891;975,25.3895,25.3895,25.3895,25.3895,25.3895,25.3895,25.3895,25.3895,51.1635;1000,24.3572,24.3572,24.3572,24.3572,24.3572,24.3572,24.3572,24.3572,50.9435;]};
frequencies = [100 600 2000];
[finf, fsup] = searchclosest(frequencies,f);
Ef = zeros(1,2);
argj = [finf fsup];
for j=(finf == fsup)+1:2
idx = figureStep6(:,3)==argj(j);
figureStep7 = figureStep6(idx,:);
%Following 2 lines can be swapped interchangebly line 62 is best used
%for hundredes of successful excel look ups.
% tabulatedValues = xlsread('Rec_P_1546_2_Tab_values.xls',figureStep7(1,4), 'B6:K84');
tabulatedValues = exceltables{figureStep7(1,4)};
% Step 8: Obtain the field strength exceeded at 50% locations for a
% receiving/mobile antenna at the height of representative clutter, R,
% above ground for the required distance and transmitting/base antenna
% height as follows:
if (h1 >= 10)
Ef(j) = step81(tabulatedValues,h1,dinf,dsup,d,Emaxvalue);
else
Ef(j) = step82(tabulatedValues,h1,dinf,dsup,d,generalPath,argj(j),f,Emaxvalue,t);
end
end%%end for (frequency)
if finf ~= fsup
E = Ef(1)+(Ef(2)-Ef(1))*log10(f/finf)/log10(fsup/finf); %eq'n (14)
if (E > Emaxvalue)
E = Emaxvalue;
end
return
else
E = Ef(j);
if (E > Emaxvalue)
E = Emaxvalue;
end
return
end
end
% 6 Interpolation and extrapolation of field strength as a function of frequency
% Field-strength values for the required frequency should be obtained by interpolating between the
% values for the nominal frequency values of 100, 600 and 2 000 MHz. In the case of frequencies
% below 100 MHz or above 2 000 MHz, the interpolation must be replaced by an extrapolation from
% the two nearer nominal frequency values. For most paths interpolation or extrapolation for log
% (frequency) can be used, but for some sea paths when the required frequency is less than 100 MHz
% it is necessary to use an alternative method.
% For land paths, and for sea paths where the required frequency is greater than 100 MHz, the
% required field strength, E, should be calculated using:
% E = Einf +(Esup ?Einf )log( f / finf )/log( fsup / finf ) dB(?V/m) (14)
% where:
% f : frequency for which the prediction is required (MHz)
% finf : lower nominal frequency (100 MHz if f < 600 MHz, 600 MHz otherwise)
% fsup : higher nominal frequency (600 MHz if f < 600 MHz, 2 000 MHz otherwise)
% Einf : field-strength value for finf
% Esup : field-strength value for fsup.
% The field strength resulting from extrapolation for frequency above 2 000 MHz should be limited if
% necessary such that it does not exceed the maximum value given in § 2.