With reference to Variable Frequency Drives (VFDs) in pumping systems:1.VFDs save energy by varying the motor speed instead of using a throttle valve.2.According to affinity laws, reducing the pump speed by 20% reduces power consumption by nearly 50%.3.VFDs are most effective in systems with high static head.Which of the statements given above is/are correct?
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For centrifugal pumps in systems dominated by friction head, affinity laws show flow approximately proportional to speed, head to speed squared and power to speed cubed. VFD speed control therefore saves much more energy than throttling when variable flow is required. Key relation: Q∝N; H∝N²; P∝N³.
Exam focus: 20% speed reduction: power≈0.8³=0.512, about 49% saving. Common trap: High static-head systems reduce the benefit predicted by pure affinity laws.
Formula / Key Relation
Q∝N; H∝N²; P∝N³.
Detailed Explanation
Correct Answer: A - 1 and 2 only Quick Concept Explanation For centrifugal pumps in systems dominated by friction head, affinity laws show flow approximately proportional to speed, head to speed squared and power to speed cubed. VFD speed control therefore saves much more energy than throttling when variable flow is required. Key relation: Q∝N; H∝N²; P∝N³.Exam focus: 20% speed reduction: power≈0.8³=0.512, about 49% saving. Common trap: High static-head systems reduce the benefit predicted by pure affinity laws. Statement-wise Verification Statement 1 - Correct.VFDs save energy by varying the motor speed instead of using a throttle valve.VFD speed control therefore…
Correct Answer: A - 1 and 2 only
Quick Concept Explanation
For centrifugal pumps in systems dominated by friction head, affinity laws show flow approximately proportional to speed, head to speed squared and power to speed cubed. VFD speed control therefore saves much more energy than throttling when variable flow is required. Key relation: Q∝N; H∝N²; P∝N³.
Exam focus: 20% speed reduction: power≈0.8³=0.512, about 49% saving. Common trap: High static-head systems reduce the benefit predicted by pure affinity laws.
Statement-wise Verification
Statement 1 - Correct. VFDs save energy by varying the motor speed instead of using a throttle valve. VFD speed control therefore saves much more energy than throttling when variable flow is required.
Statement 2 - Correct. According to affinity laws, reducing the pump speed by 20% reduces power consumption by nearly 50%. 20% speed reduction: power≈0.8³=0.512, about 49% saving.
Statement 3 - Incorrect. VFDs are most effective in systems with high static head. VFD savings are greatest where friction/variable head dominates; high static head reduces the cubic-law savings
Core Concept
For centrifugal pumps in systems dominated by friction head, affinity laws show flow approximately proportional to speed, head to speed squared and power to speed cubed. VFD speed control therefore saves much more energy than throttling when variable flow is required. Savings are less dramatic when static head dominates.
Formula / Key Relationship
Q∝N; H∝N²; P∝N³.
Why the Other Options Are Wrong
Option B is incorrect because it includes incorrect statement(s) 3 and omits correct statement(s) 1. Option C is incorrect because it includes incorrect statement(s) 3 and omits correct statement(s) 2. Option D is incorrect because it includes incorrect statement(s) 3.
Exam Shortcut / Approach
20% speed reduction: power≈0.8³=0.512, about 49% saving.
Common Mistake
High static-head systems reduce the benefit predicted by pure affinity laws.
Quick Revision
Pump Affinity Laws and VFD Savings is linked with Variable Frequency Drives, Pumping Systems and Energy Management. 20% speed reduction: power≈0.8³=0.512, about 49% saving.
Quick Trick
20% speed reduction: power≈0.8³=0.512, about 49% saving.
Why Other Options Are Wrong
Option B is incorrect because it includes incorrect statement(s) 3 and omits correct statement(s) 1. Option C is incorrect because it includes incorrect statement(s) 3 and omits correct statement(s) 2. Option D is incorrect because it includes incorrect statement(s) 3.
Common Mistake
High static-head systems reduce the benefit predicted by pure affinity laws.
Exam Tip
20% speed reduction: power≈0.8³=0.512, about 49% saving.
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