EE 313-01 Signals and Systems
Dr. Thomas Montoya's Fall 2024, 3-0 (3 credit hours)
EEP 254- MWF 2-2:50 pm |
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Examples |
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Chapter 1 Fundamental Concepts Using MATLAB- CT_plot_example.m, DT_plot_example.m |
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Chapter 2 Time-Domain Models of Systems Impulse response of a Type 1 Chebyshev HP filter- chap2_DT_impulse.pdf Delayed impulse response of a Type 1 Chebyshev HP
filter - chap2_DT_impulse_delay.pdf Convolution response for a Type 1 Chebyshev HP
filter - chap2_DT_convolution.pdf Manual
convolution of two DT signals - chap2_manual_DT_convolution.pdf Array method convolution of two DT signals - chap2_array_DT_convolution.pdf Convolution of two DT signals using MATLAB - chap2_matlab_DT_convolution.pdf recursion m-file in display and usable (by MATLAB)
formats- recur.pdf
, recur.m Manual response of Chebyshev filter to DT rectangular pulse by
recursion- chap2_DT_recur_Chebyshev_HP_filter.pdf Matlab response of Chebyshev
filter to DT rectangular pulse by recursion- chap2_DT_recur_Chebyshev_HP_filter_matlab.pdf Find
CT ODE for a LP filter- chap2_CT_crossover_LP_filter.pdf Euler’s numerical soln
to 1st-order ODE by recursion- chap2_1st_ODE_euler_soln.pdf Euler’s numerical soln
to 2nd-order ODE by recursion- chap2_2nd_ODE_euler_soln.pdf Find numerical soln (RK)
to 1st-order ODE - chap2_1ODE_RK_soln.pdf Find numerical soln (RK)
to 2nd-order ODE - chap2_2ODE_RK_soln.pdf Find analytic solution to 1st-order ODE
- chap2_ODE_analytic_soln.pdf Impulse response of series RL circuit - chap2_Series_RL_impulse_response.pdf Plot analytic solution to CT convolution example -
chap2_CT_convolution.pdf |
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Chapter 3 The Fourier Series and Fourier Transform Sum of three sinusoids – chap3_sinesum.pdf Trig. Fourier series
example 1 (text example 3.2) – chap3_fourier_series1.pdf Complex exp. Fourier series example 1 – chap3_fourier_series1_complex.pdf Complex exp. Fourier series example 2 – chap3_fourier_series2_complex.pdf
Complex exp. Fourier transform rect. pulse – chap3_fourier_tran_rect_pulse.pdf
Fourier transform example 2 – chap3_fourier_tran_tsqr.pdf |
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Chapter 4 Fourier Analysis of Discrete-Time Signals Discrete-Time Fourier transform (DTFT) odd signal
example – DTFT_odd_signal.pdf Discrete Fourier transform (DFT) MATLAB function
m-file – dft.m Inverse discrete Fourier transform (IDFT) MATLAB
function m-file – idft.m Discrete Fourier transform example – chap4_DFT_example1.pdf Inverse discrete Fourier transform example – chap4_IDFT_example1.pdf DFT & truncation example – chap4_DFT_example2.pdf 64 point FFT & DFT example – chap4_FFT_example1.pdf Using FFT to approx. Fourier transform example – chap4_FFT_example2.pdf MATLAB function m-file for approx. Fourier
transform - contfft.m Using FFT to perform convolution example – chap4_FFT_example3.pdf |
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Chapter 5 Fourier Analysis of Systems Frequency Response of series LR circuit example – chap5_freq_resp1.pdf Freq. Resp. of series LR ckt
to rect. pulse train input– chap5_fourier_series_LR_circuit.pdf Sampling & Interpolation Formula example – chap5_interpolation_sampling.pdf
Unit-pulse response of ideal LP filter – chap5_ideal_lowpass_unit_pulse_response.pdf Causal LP filter example (2-point MA) – chap5_causal_lowpass_filter.pdf DT Fourier analysis using DFT/FFT notes – DT_Fourier_analysis_using_DFT_or_FFT.pdf DT Fourier analysis using FFT example – chap5_DT_Fourier_analysis_FFT_example.pdf |
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Chapter 7 The z-Transform
and Discrete-Time Systems Long division inverse z-Transform - chap7_inverse_z_transform_long_division.pdf Roots.m example (polynomial root finder) - chap7_roots.pdf Residue.m example
(find residues & poles) - chap7_residue.pdf Partial fraction inverse z-Transform #1- chap7_inverse_z_trans_partial_fractions1.pdf Partial fraction inverse z-Transform #2- chap7_inverse_z_trans_partial_fractions2.pdf System response using z-Transform - chap7_z_transform_system_response.pdf System response by block reduction - chap7_system_Hz_block_reduction.pdf System response by Mason’s Theorem 1 - chap7_system_Hz_Masons_Theorem.pdf System response by Mason’s Theorem 2 - chap7_system_Hz_Masons_Theorem2.pdf |