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Generate by measdata.m an array A withsize (365,24), containing temperature measurements for an entire year [1 January,..., 31 December], 24 hours a day [00.00h,...,23.00h]. Use A=measdata to create the individual data; 1.1 Compute and plot 4 mean temperature profiles (temperatureas a function of the time of the day) for each of fourperiods of one year in a single sub-figure (January-March; April-June; July-September; October-December).Approximate each of them by a 4th order polynomial. Plot the data as dots or small crosses and the fit as a line. 1.2 Determine for each day the time/hour at which the minimum and maximum temperature occur.Plot these times versus the days of the yearin a subplot. 1.3 Summarize mean temperatures of the 4 periods in the year (see 1.1) and the 4intervalsofthe day [0-5], [6-11],[12-17], [18-23] h. in a 4 x 4table.Use e.g.the fprintf command to construct the table. 1.4 Compute and plot the4average temperature profilesas a function of the day of the yearfor each ofthe4parts of a day[0-5], [6-11],[12-17], [18-23] h. 1.5 Compute a moving average over N=9 days to average the measurements in A and plot the results as for exercise 1.4.A moving average is a "local average", that means it is computed as xi=1Ni?(N?1)/2i+(N?1)/2?xi Hint: You can usethe command 'conv'(convolution) to implement themoving average filter easily.Take care of boundary effects. The averaged data must have the same length as the input data
Use the finite difference method to calculate the temperature at the point specified since it is easier.
In a shell-and-tube heat exchanger, one fluid passes through a central tube while another fluid flows through an outer shell in the opposite direction. The purpose is to heat the fluid passing through the central tube.
Write a Matlab function to perform numerical integration of a set of evenly spaced data points using the trapezoidal rule
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Write a program to calculate and plot the error in the numerical estimate of the derivative.
Create the graph, which contains a piecewise function where a line exists in the first interval, a parabola in the second interval, and the sine function in the third interval.
Develop a simulation program
Create a three dimensional diagram of function.
Open a named pipe and to read data from the pipe in matlab
Write the commands that will create the matrix.
Lagrange interpolating polynomial of degree
Digital Signal Processing
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