Signals and Systems

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4.3
239 reviews
50K+
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Everyone
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About this app

The app is a complete free handbook of Signals and Systems with diagrams and graphs. It is part of electrical and Communications engineering education which brings important topics, notes, news & blog on the subject. The App serves as a quick reference guide of electrical and Communications engineering subject.

It covers 131 topics of Signals and Systems in detail. These 131 topics are divided into 5 units.

The App covers the topic in a flashcard-like format, the purpose of the App is faster learning and revisions of the subject. You can consider this App as notes which professors guides with in a classroom.

You can very easily pass and succeed in your exams or interviews, if you have this App on your mobile phone, and give an overview just a day.

Some of the topics Covered in this application are:

1. The Laplace transform
2. The region of convergence of the Laplace transform
3. Poles and zeros in the Laplace transform
4. Properties of the ROC of the Laplace transform
5. Laplace Transforms Of Some Common Signals
6. Properties of the Laplace transform
7. The inverse Laplace transform
8. Partial-fraction expansion in Laplace transform
9. The system function of the Laplace transform
10. Characterization of LTI systems
11. System function for LTI systems described by linear constant-coefficient differential equations
12. Systems Interconnection
13. The unilateral Laplace transform
14. Transform circuits of the Laplace transform
15. Graphical Understanding of ROC
16. The Z-Transform
17. The region of convergence of the z transform
18. Properties of the ROC of the z transform
19. z- transforms of some common signals
20. Properties of the z-transform
21. The inverse z-transform
22. Power series expansion of z transform
23. The system function of the z transform
24. Characterization of discrete-time LTI systems in z transform
25. system function for LTI systems described by linear constant-coefficient difference equations
26. The unilateral z-transform
27. Initial value theorem of the Laplace transform
28. Final value theorem of the Laplace transform
29. convolution in time domain property of the Laplace transform
30. The Laplace transform of the ramp function
31. The Laplace transform of a pulse
32. The Laplace transform of a linear segment
33. The Laplace transform of a triangular waveform
34. The Laplace transform of a rectangular periodic waveform
35. The Laplace transform of a half rectified sine waveform
36. Initial value theorem of the z transform
37. Final value theorem of the z transform
38. The Z transform of the geometric sequence
39. The Z transform of the discrete time unit step function
40. The Z transform of the discrete time cosine and sine functions
41. The Z transform of the discrete time unit ramp function
42. computation of the Z transform with contour integration
43. s to z plane mapping
44. The Fourier transform
45. Fourier transform pair
46. connection between the Fourier transform and the Laplace transform
47. Properties of the continuous time Fourier transform
48. Frequency response of the continuous LTI system
49. Real time functions
50. Imaginary Time Functions
51. The cosine and sine function pair
52. The signum function pair
53. The unit step function pair
54. The delta function pair
55. The constant function pair
56. Parseval’s theorem
57. conjugate time and frequency functions

All topics are not listed because of character limitations set by the Play Store.
Updated on
Dec 20, 2018

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Ratings and reviews

4.4
230 reviews
A Google user
January 22, 2020
Excellent but give more problems for practice
8 people found this review helpful
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Manu Raushan Kumar
October 10, 2021
Very poor app
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A Google user
January 5, 2019
nice app
6 people found this review helpful
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What's new

Check out New Learning Videos! We have Added
• Chapter and topics made offline acces
• New Intuitive Knowledge Test & Score Section
• Search Option with autoprediction to get straight the your topic
• Fast Response Time of Application
• Provide Storage Access for Offline Mode