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This document appears to be a log of electronics or signal processing experiments conducted on various dates. It lists 10 experiments related to generating common signals like sine, cosine, unit impulse, unit step, and ramp signals. It also includes experiments for generating exponential, discrete Fourier transform, fast Fourier transform, and bi functions. Each experiment has an entry number, name, date conducted, and space for remarks or signatures.
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This document outlines four communication experiments to be conducted on various dates in 2010. The experiments include determining error probability for orthogonal signaling using hard and soft decision decoding, demonstrating the effects of AWGN on DSB-SC and SSB transmission, observing the effect of varying modulation levels on error probability for several modulation techniques, and verifying convolution codes with Viterbi decoding.
Index1
This document appears to be a log of digital signal processing experiments conducted by a student, listing the name, date, and remark for each practical completed. It includes programs to generate common signals like sine, cosine, unit impulse, unit step, and ramp signals. Programs for exponential functions, discrete Fourier transforms, fast Fourier transforms, and one other unnamed signal are also listed as being completed on various dates.
Index1 (2)
This document contains a list of 10 electronics and signal processing practical experiments completed by a student over several months. It includes programs to generate common signals like sine, cosine, unit impulse and ramp functions. It also includes programs to compute the discrete Fourier transform and fast Fourier transform of sequences. The student designed two pole low pass filters, including a Butterworth and Chebyshev filter. Each practical includes the date completed and signature of the teacher.
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Front page
This document contains personal information about an individual named Ashok Singh who is a 6th semester BTech student at the Hi-Tech Institute of technology. Their contact number is listed as 0772031017.
Front page
This document contains information submitted by Ashok Singh, a 4th year EC student, to Ms. Akansha Gupta regarding a MATLAB assignment. It includes Ashok Singh's student ID number 0722031017.
Experiment6matlab 1
An experiment was conducted in MATLAB to generate an exponential signal. The program prompts the user to enter the length of the sequence and the value of a. It then calculates the exponential function exp(a*t) for t from 0 to the input length and plots the resulting signal. When run with a length of 7 and a value of 1, it successfully generated and displayed an exponential signal.
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The document describes a Matlab program to generate a unit impulse signal. The program defines a time vector t from -2 to 2 in steps of 1, creates a vector y with zeros except for a 1 in the middle, and uses stem to plot the impulse response against t. The observation is that the desired waveform is obtained.
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This Matlab program generates a ramp signal by prompting the user to enter the length of the loop sequence, plotting the sequence from 0 to the entered length on the x and y axes to display a linear increasing waveform, and confirming that the desired waveform was obtained. Precautions include carefully observing the generated waveform and selecting constant values that satisfy all constraints.
~$Ep impulse
O documento consiste em uma mistura de caracteres alfanuméricos e simbólicos sem significado aparente.
~$Cos
O documento consiste em uma mistura de caracteres alfanuméricos e simbólicos sem significado aparente.
Step impulse
This Matlab program generates a unit impulse signal by creating an array with zeros except for a 1 in the middle index, plots the signal on a stem plot with time labels on the x-axis and amplitude labels on the y-axis, and confirms that the desired waveform was obtained with a single impulse. The document provides instructions on running the program in Matlab to generate a unit impulse signal and observes the result.
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Index1 (2)
This document contains a list of 10 electronics and signal processing practical experiments completed by a student over several months. It includes programs to generate common signals like sine, cosine, unit impulse and ramp functions. It also includes programs to compute the discrete Fourier transform and fast Fourier transform of sequences. The student designed two pole low pass filters, including a Butterworth and Chebyshev filter. Each practical includes the date completed and signature of the teacher.
Index
This document outlines the objectives of four communication experiments to be conducted on specific dates: 1) Determine error probability for orthogonal signaling using hard and soft decision decoding. 2) Demonstrate the effect of AWGN on DSB-SC and SSB transmission and reception. 3) Observe the effect of varying modulation levels M on error probability per symbol for several modulation schemes. 4) Verify convolution code with Viterbi decoding.
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This document contains information about an individual named Ashok Singh who is a BTech student in the 6th semester at the Hi-Tech Institute of technology. The document also includes Ashok Singh's contact number 0772031017.
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This document contains information submitted by Ashok Singh, a 4th year EC student, to Ms. Akansha Gupta regarding a MATLAB assignment. Ashok Singh included his student ID 0722031017 with the submission.
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Index1
This document appears to be a log of digital signal processing experiments conducted by a student, listing the name, date, and remark for each practical completed. It includes programs to generate common signals like sine, cosine, unit impulse, unit step, and ramp signals. Programs for exponential functions, discrete Fourier transforms, fast Fourier transforms, and one other unnamed signal are also listed as being completed on various dates.
Index1 (2)
This document contains a list of 10 electronics and signal processing practical experiments completed by a student over several months. It includes programs to generate common signals like sine, cosine, unit impulse and ramp functions. It also includes programs to compute the discrete Fourier transform and fast Fourier transform of sequences. The student designed two pole low pass filters, including a Butterworth and Chebyshev filter. Each practical includes the date completed and signature of the teacher.
Index
This document outlines four communication experiments to be conducted on various dates in 2010. The experiments include determining error probability for orthogonal signaling using hard and soft decision decoding, demonstrating the effects of AWGN on DSB-SC and SSB transmission, observing the effect of varying modulation levels on error probability for several modulation schemes, and verifying convolution codes with Viterbi decoding.
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This document contains personal information about an individual named Ashok Singh who is a 6th semester BTech student at the Hi-Tech Institute of technology. Their contact number is listed as 0772031017.
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This document contains information submitted by Ashok Singh, a 4th year EC student, to Ms. Akansha Gupta regarding a MATLAB assignment. It includes Ashok Singh's student ID number 0722031017.
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Experiment6matlab
An experiment was conducted in MATLAB to generate an exponential signal. The program prompts the user to enter the length of the sequence and the value of a. It then calculates the exponential function exp(a*t) for t from 0 to the input length and plots the resulting signal. The experiment was run with a sequence length of 7 and a value of 1, successfully generating the exponential signal as observed in the plot.
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This MATLAB program generates a sine wave signal by defining time values from 0 to pi in increments of 0.01, calculating the sine of 2*pi*t to get amplitude values, and plotting the time and amplitude values to graph the sine wave. The resulting graph shows the expected sine wave pattern with amplitude values ranging from 1 to -1 over time.
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The document describes a Matlab program to generate a unit impulse signal. The program defines a time vector t from -2 to 2 in steps of 1, creates a vector y with zeros except for a 1 in the middle, and uses stem to plot the impulse response against t. The observation is that the desired waveform is obtained.
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This Matlab program generates a ramp signal by prompting the user to enter the length of the loop sequence, plotting the sequence from 0 to the entered length on the x and y axes to display a linear increasing waveform, and confirming that the desired waveform was obtained. Precautions include carefully observing the generated waveform and selecting constant values that satisfy all constraints.
~$Ep impulse
O documento consiste em uma mistura de caracteres alfanuméricos e simbólicos sem significado aparente.
~$Cos
O documento consiste em uma mistura de caracteres alfanuméricos e simbólicos sem significado aparente.
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This Matlab program generates a unit impulse signal by creating an array with zeros except for a 1 in the middle index, plots the signal on a stem plot with time labels on the x-axis and amplitude labels on the y-axis, and confirms that the desired waveform was obtained with a single impulse. The document provides instructions on running the program in Matlab to generate a unit impulse signal and observes the result.
Sine
This MATLAB program generates a cosine signal with an amplitude that oscillates between 1 and -1 over time t from 0 to pi. The program defines t, calculates y as the cosine of 2*pi*t, plots the graph with t on the x-axis and y on the y-axis, labels the axes, and displays the resulting cosine graph.
Index1 (2)
This document contains a list of 10 electronics and signal processing practical experiments completed by a student over several months. It includes programs to generate common signals like sine, cosine, unit impulse and ramp functions. It also includes programs to compute the discrete Fourier transform and fast Fourier transform of sequences. The student designed two pole low pass filters, including a Butterworth and Chebyshev filter. Each practical includes the date completed and signature of the teacher.
Index
This document outlines the objectives of four communication experiments to be conducted on specific dates: 1) Determine error probability for orthogonal signaling using hard and soft decision decoding. 2) Demonstrate the effect of AWGN on DSB-SC and SSB transmission and reception. 3) Observe the effect of varying modulation levels M on error probability per symbol for several modulation schemes. 4) Verify convolution code with Viterbi decoding.
Front page
This document contains information about an individual named Ashok Singh who is a BTech student in the 6th semester at the Hi-Tech Institute of technology. The document also includes Ashok Singh's contact number 0772031017.
Front page
This document contains information submitted by Ashok Singh, a 4th year EC student, to Ms. Akansha Gupta regarding a MATLAB assignment. Ashok Singh included his student ID 0722031017 with the submission.
Experiment6matlab 1
An experiment was conducted in MATLAB to generate an exponential signal. The program prompts the user to enter the length of the sequence and the value of a. It then calculates the exponential function exp(a*t) for t from 0 to the input length and plots the resulting signal. The experiment was run with a sequence length of 7 and a value of 1, successfully generating the exponential signal as observed in the plot.
Experiment6matlab
An experiment was conducted in MATLAB to generate an exponential signal. The program prompts the user to enter the length of the sequence and the value of a. It then generates the exponential sequence y=exp(a*t) from t=0 to the input length and plots it as a stem plot with amplitude and n labels. When run with a length of 7 and a value of 1, it successfully generated the exponential signal as observed in the plot. Precautions include carefully typing the program and observing the output signal.
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Index1
- 1. S.no Name of practical Dated RemarkT.signature1.Program for the generation of Sine signal.8.02.20102.Program for generation of Cosine signal. 15.02.20103Program for generation of Unit impulse function.22.02.20104.Program for generation of Unit step function.22.03.20105.Program for generation of Ramp signal.6.Program for generation of Exponential function7.Program for generation of DFT8.Program for generation of FFT9.Program for generation of Bi10.Program for generation of <br />