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O Signal And Systems Pro

Najlepsza aplikacja na sygnały i systemy w inżynierii, naucz się tematu za minutę

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.

Co nowego w najnowszej wersji 1

Last updated on Nov 27, 2018

Minor bug fixes and improvements. Install or update to the newest version to check it out!

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Dodatkowe informacje APLIKACJA

Ostatnia Wersja

Dostępne Signal And Systems Pro aktualizacje 1

Wymaga Androida

4.0

Available on

Pobierz Signal And Systems Pro z Google Play

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Signal And Systems Pro Zrzuty ekranu

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Bądź pierwszym, który uzyskał dostęp do wczesnego wydania, wiadomości i przewodników najlepszych gier i aplikacji na Androida.
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