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Signals And Systems

I 10 migliori prodotti di maggio 2025
Ultimo aggiornamento: 2 maggio 2025
Ashish Kumar
Ashish Kumar
Signals and Systems                              
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  • This unique free application is for all students across the world. It covers 131 topics of Signals and Systems in detail. These 131 topics are divided in 5 units.
  • Each topic is around 600 words and is complete with diagrams, equations and other forms of graphical representations along with simple text explaining the concept in detail.
  • This USP of this application is "ultra-portability". Students can access the content on-the-go from anywhere they like.
  • Basically, each topic is like a detailed flash card and will make the lives of students simpler and easier.
  • Some of 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
  • 58. The time convolution & frequency convolution
  • 59. The area under f(t) and F(w)
  • 60. The Discrete Time Fourier Transform
  • 61. The Discrete Time Fourier spectra
  • 62. Connection between the discrete time Fourier transform and the z-transform
  • 63. Properties of the Discrete Time Fourier Transform
  • 64. The frequency response of discrete-time LTI systems
  • 65. LTI systems characterized by differential equations in discrete form
  • 66. system response to sampled continuous-time sinusoids
  • 67. Simulation
  • 68. Discrete-time Fourier transform pair
  • 69. The weak dirichlet condition
  • 70. The strong dirichlet conditions
  • 71. Gibbs’s phenomena
  • 72. Derivation of the fourier transform from the laplace transform
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