- •Instrument transformer burden and accuracy
- •Introduction to protective relaying
- •ANSI/IEEE function number codes
- •Directional overcurrent (67) protection
- •Distance (21) protection
- •Zone overreach and underreach
- •Line impedance characteristics
- •Using impedance diagrams to characterize faults
- •Distance relay characteristics
- •Auxiliary and lockout (86) relays
- •Review of fundamental principles
- •Signal characterization
- •Flow measurement in open channels
- •Material volume measurement
- •Radiative temperature measurement
- •Analytical measurements
- •Review of fundamental principles
- •Control valves
- •Globe valves
- •Gate valves
- •Diaphragm valves
- •Ball valves
- •Disk valves
- •Dampers and louvres
- •Valve packing
- •Valve seat leakage
- •Control valve actuators
- •Pneumatic actuators
- •Hydraulic actuators
- •Electric actuators
- •Hand (manual) actuators
- •Valve failure mode
- •Direct/reverse actions
- •Available failure modes
- •Selecting the proper failure mode
- •Actuator bench-set
- •Pneumatic actuator response
- •Valve positioners
- •Electronic positioners
- •Split-ranging
- •Complementary valve sequencing
- •Exclusive valve sequencing
- •Progressive valve sequencing
- •Valve sequencing implementations
26.6. REVIEW OF FUNDAMENTAL PRINCIPLES |
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26.6Review of fundamental principles
Shown here is a partial listing of principles applied in the subject matter of this chapter, given for the purpose of expanding the reader’s view of this chapter’s concepts and of their general interrelationships with concepts elsewhere in the book. Your abilities as a problem-solver and as a life-long learner will be greatly enhanced by mastering the applications of these principles to a wide variety of topics, the more varied the better.
•Inverse mathematical functions: an inverse function, when applied to the result of its counterpart function, “un-does” the operation and leaves you with the original quantity. Relevant to all manner of “linearization” techniques designed to make an inherently nonlinear measurement read linearly.
2 |
2 |
|
||
• Bernoulli’s equation: z1ρg + |
v1 ρ |
+ P1 = z2ρg + |
v2 ρ |
+ P2, which is an application of the Law |
2 |
2 |
of Energy Conservation, stating that the sum of all forms of energy in a moving fluid stream (height, kinetic, and pressure) must remain the same. Relevant to calculations of pressure drop and pressure recovery across restrictions such as venturi tubes, orifice plates, etc.
• Nernst equation: V = |
RT |
ln |
a1 |
predicting the amount of voltage developed across an |
nF |
a2 |
ion-permeable membrane by the exchange of ions across that membrane. Relevant to all forms of potentiometric chemical analysis, where sensor voltage is proportional to the logarithm of concentration quotient across the sensor membrane.
References
Lipt´ak, B´ela G. et al., Instrument Engineers’ Handbook – Process Measurement and Analysis Volume I, Fourth Edition, CRC Press, New York, NY, 2003.
Stewart, James, Calculus: Concepts and Contexts, 2nd Edition, Brooks/Cole, Pacific Grove, CA, 2001.
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CHAPTER 26. SIGNAL CHARACTERIZATION |