HW4 #3 - % of the figure window and one at the bottom. The...

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Sheet1 Page 1 %Engineering 6, Spring 2004, Problem 4.3 %Ryan Uy, 2509 %Section B05, Tues. 3-4 % a) % set vector array named year in increments of 3 from 1965 to 2004 year = (1965:3:2004) % create equation involving the vector named year that calculates a % density vector named density, where the values of density are the Moore's % Law values for each corresponding year value density = 64 .* (4 .^ ((year - 1965)/3)) % construct table in shich the first the first column contains the year % values and the second column contains the corresponding values for the % number of transistors per chip table = [year' density'] %set format short g format short g %display commands disp(' ') disp(' Year No. of transistors per chip') disp(table) % b) % Using the year and density vectors, create two subplots, one at the top
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Unformatted text preview: % of the figure window and one at the bottom. The top plot should use a % linear scale for y, and the bottom should use a logarithmic scale for y. figure(1) % subplot 1 of a 2 X 1 display, year vs. density on two linear scales subplot(2,1,1), plot(year,density),. .. xlabel('Chip density, 1965-2004'),ylabel('No. of transistors per chip') % subplot 2 of a 2 X 1 display, year vs. density on a logarithmic y scale subplot(2,1,2), semilogy(year,density),. .. xlabel('Chip density, 1965-2004'),ylabel('No. of transistors per chip') Sheet1 Page 2 %transposed year and density %create newline to compensate for the prompt %heading %table display %use figure(1) command to bring the figure window to the front...
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This note was uploaded on 01/22/2011 for the course ENG 006 taught by Professor Lagerstrom during the Spring '06 term at UC Davis.

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HW4 #3 - % of the figure window and one at the bottom. The...

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