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Examoogle • User • info@examoogle.com • EE-2024-8821
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Model equation of speed governor system is (if K s g = Gain of speed governor, T s g = Time constant of speed governor)
K s g 1 - T s g s
T s g K s g 1 + T s g s
K s g 1 + T s g s
K s g T s g s
TsgKsg1+Tsgs
Quick Summary: The speed governor in an automatic load-frequency control (LFC) system acts as a first-order lag system. Its transfer function represents the relationship between the speed changer position (or speed error signal) and the change in the steam valve position.
The speed governor in an automatic load-frequency control (LFC) system acts as a first-order lag system. Its transfer function represents the relationship between the speed changer position (or speed error signal) and the change in the steam valve position.
Gsg(s)=1+sTsgKsg — Transfer function of the speed governor
ΔPv=Gsg(s)ΔPref — Change in valve position relative to reference power change
When a frequency deviation occurs in a power system, the speed governor senses the change and adjusts the steam valve position to modify the power output. This dynamic response is characterized by a time constant Tsg, which reflects the mechanical inertia and delays of the governor's hydraulic or electronic components, resulting in the standard first-order transfer function form 1+sTsgKsg.
The speed governor is modeled as a first-order system to simplify control system analysis.
Ksg represents the static gain of the speed governor mechanism.
Tsg denotes the time constant, usually ranging from 0.1s to 0.5s in steam turbines.
It forms a critical part of the primary frequency control loop in power systems.
Provides a stable, predictable response to frequency changes.
Allows mathematical modeling for stability analysis using root locus or Bode plots.
The simple first-order model ignores non-linearities like dead-bands and valve travel saturation limits.
Time constant varies based on mechanical wear and governor type.
Automatic Generation Control (AGC)
Load-Frequency Control (LFC) studies
Stability analysis of multi-area power grids
Option A represents an unstable system due to the negative sign.
Option B incorrectly includes the time constant in the numerator.
Option D represents a pure integrator, which is incorrect for a speed governor.
C is correct — The transfer function of a speed governor is standardly represented as a first-order lag, given by 1+sTsgKsg.
In competitive exams, remember that steam turbines are typically represented as Gt(s)=1+sTt1, while the governor is 1+sTsgKsg; keep these standard blocks clearly differentiated.