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Some concept of Computational Methods are Midair Collision, Applied Math, Row and Column Vectors, Arrays Two, Charged Particle, Optimize Distribution, Functions Two, Handles Types, Integration One. Main points of this lecture are: Simulation, Statistics, Probability, Monte Carlo, Simulate Random Processes, Apply Interpolation, Outside, Values, Sequence, Distribution
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≈ 90 lbs
MINIMIZES T
allowed to rise to 1.1*Tmin (110%
of Tmin)
POSSIBLE Value of D
(regardless of T)?
≈ 90 lbs
command
≈1.62 ≈2.
2.12m, 1333N
4
% Bruce Mayer, PE % EGNR25 10Sep % P2_24_Cable_Supported_Beam_Tutorial_1109.m
% Part a %* The UNchanging ParaMeters W = 400; Lb = 3; Lc = 5; % in units of N, m, m %* The INdependent Variable D = [0:0.006:Lb]; % in m % Calc the Cable tension, f(D) T = LbLcW./(D.sqrt(Lb^2-D.^2)); % in N % % Use min Command to find minimum T and its associated index, k [minT, k] = min(T) minD = D(k) % % Part b disp('showing min T and Dmin location on Graph. Hit ANY KEY to continue') % Dplot = [1.5:0.0022:2.6]; upper = 1.1minT % Use to make a horizontal line at the upper tension Tplot = LbLcW./(Dplot.sqrt(Lb^2-Dplot.^2)); plot(Dplot,Tplot, [1.5,2.6],[upper,upper], minD, minT,'-.r', 'linewidth', 3),grid xlabel('D (m)'); ylabel('T (N)'); title('ENGR25 * P2-24'); gtext({'T',; '(Tmin, Dmin)'; 'Tupper Limit'; 'DshortSide'; 'DlongSide'}) % disp('use the crosssing-pt on the plot to estimate Du for Tu, then hit ANY KEY to continue') disp('The Horizontal Line is the limit the Cable-Tension Limit, Tupper')% pause % disp (' ') disp('Use FIND to locate DShortSide associated wtih Tupper') disp(' ‘)