Job satisfaction in RSM vietnam
➤ Gửi thông báo lỗi ⚠️ Báo cáo tài liệu vi phạmNội dung chi tiết: Job satisfaction in RSM vietnam
Job satisfaction in RSM vietnam
Chapter 14Frequency Response Analysis and Control System DesignCHAPILRCOMLMS14.1Sinusoidal Forcing of a Hirst-Order Process14.2Sinusoidal Forcing of a Job satisfaction in RSM vietnaman nth Order Process14.3Bode Diagrams14.3.1First-Order Process14.3.2Integrating Process14.3.3Second-Order Process14.3.4Process Zero14.3.5l ime Delay14.4Frequency Response Characteristics of Feedback Controllers14.5Nyquist Diagrams14.6Rode Stability Criterion14.7Gain and Phase MarginsSummaryỉn previo Job satisfaction in RSM vietnamus chapters, laplace transform techniques were used to calculate transient responses from transfer functions, litis chapter focuses on an alternativeJob satisfaction in RSM vietnam
way to analyze dynamic systems by using frequency response analysis. Frequency response concepts and techniques play an important role in stability anChapter 14Frequency Response Analysis and Control System DesignCHAPILRCOMLMS14.1Sinusoidal Forcing of a Hirst-Order Process14.2Sinusoidal Forcing of a Job satisfaction in RSM vietnamrol theory and important applications in the Held of communications (MacFarlane. 1979).We introduce a simplified procedure to calculate the frequency response characteristics from the transfer function model of any linear process. Two concepts, the Bode and Nyquist stability criteria, are generally Job satisfaction in RSM vietnamapplicable for feedback control systems and stabilityanalysis. Next we introduce two useful metrics for relative Stability, namely gain and phase margJob satisfaction in RSM vietnam
ins, lltese metrics indicate how close a control system is to instability. A related issue IS robustness, that is. the sensitivity of control system pChapter 14Frequency Response Analysis and Control System DesignCHAPILRCOMLMS14.1Sinusoidal Forcing of a Hirst-Order Process14.2Sinusoidal Forcing of a Job satisfaction in RSM vietnam.1SINUSOIDAL FORCING OF A FIRST-ORDER PROCESSWe start with the response properties of a first-order process when forced by a sinusoidal input and show how the output response characteristics depend on the frequency of the input signal. This IS the origin of24414.1Sinusoidal Forcing OI a t-irst-oracr Job satisfaction in RSM vietnam rroccss X4?the term frequency response. The responses for firstand second-order processes forced by a sinusoidal input were presented in Chapters. ReJob satisfaction in RSM vietnam
call that these responses consisted of sine, cosine, and exponential terms, specifically. for a first-order transfer function with gain K and time conChapter 14Frequency Response Analysis and Control System DesignCHAPILRCOMLMS14.1Sinusoidal Forcing of a Hirst-Order Process14.2Sinusoidal Forcing of a Job satisfaction in RSM vietnamviation form.If the sinusoidal input is continued for a long time, the exponential term (Gitf "T) becomes negligible. The remaining sine and cosine terms can be combined via a trigonometric identity to yield»(t) = - z 5* sin (Job satisfaction in RSM vietnam
t has the same frequency, but its phase is shifted relative to the input sine wave by the angle ip (referred to as the phase shift or the phase angle)Chapter 14Frequency Response Analysis and Control System DesignCHAPILRCOMLMS14.1Sinusoidal Forcing of a Hirst-Order Process14.2Sinusoidal Forcing of a Job satisfaction in RSM vietnamboth sides of r.q. 14-2 by I he inpul signal amplitude .4 yields the amplitude ratio (AR)ar=4=■/ A (i4-3a>vGọi ngay
Chat zalo
Facebook