IC8451 CONTROL SYSTEMS (CS)
Stuff Sector
Prepared by
S.Santhosh (Admin)
Important questions
share it a link alone
Don't waste my hardwork and valuable time
Don't share as screenshot kind request
Respect
- Convert a mechanical system into a electrical system
- Lag,Lead ,Lag -lead compensators
- Deriving a Transfer function or Differnential equations of a system
Don't share as screenshot
**Very important questions are bolded and may be asked based on this topic
don't waste my hardwork and valuable time
Contact uS
*These questions are expected for the exams This may or may not be asked for exams All the best.... from admin Santhosh
Thanks for your love and support guys keep supporting and share let the Engineers know about Us and leave a comment below for better improvements If there is any doubt feel free to ask me I will clear if I can or-else I will say some solutions ..get me through WhatsApp for instant updates ~$tuff$£ctor
SYLLABUS
UNIT I SYSTEMS AND REPRESENTATION
Basic elements in control systems: — Open and closed loop systems — Electrical analogy of mechanical and thermal systems — Transfer function — AC and DC servomotors — Block diagram reduction techniques — Signal flow graphs.
UNIT II TIME RESPONSE
Time response: — Time domain specifications — Types of test input — I and II order system response — Error coefficients — Generalized error series — Steady state error — Root locus construction- Effects of P, PI, PID modes of feedback control –Time response analysis.
UNIT III FREQUENCY RESPONSE
Frequency response: — Bode plot — Polar plot — Determination of closed loop response from open loop response — Correlation between frequency domain and time domain specifications
UNIT IV STABILITY AND COMPENSATOR DESIGN
Characteristics equation — Routh Hurwitz criterion — Nyquist stability criterion- Performance criteria — Effect of Lag, lead and lag-lead compensation on frequency response-Design of Lag, lead and laglead compensator using bode plots.
UNIT V STATE VARIABLE ANALYSIS
Concept of state variables — State models for linear and time invariant Systems — Solution of state and output equation in controllable canonical form — Concepts of controllability and observability.