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NFPA Exam CWBSP Topic 2 Question 7 Discussion

Actual exam question for NFPA's CWBSP exam
Question #: 7
Topic #: 2
[All CWBSP Questions]

To what exponent is the pipe diameter raised when calculating friction loss through a pipe with the Hazen-Williams formula?

Show Suggested Answer Hide Answer
Suggested Answer: D

You can see in the above equation that if Q is raised to the power of 1.85 in the above equation, this has the effect if the flow is doubled and all other factors remain constant, the friction loss would increase by almost four times. If the flow were to triple, the friction loss would almost be nine times greater. You can also see that the pipe diameter D is raised to the power of 4.87 and is in the denominator on the right-hand side of the equation. Therefore any increase in the pipe size will reduce the friction loss if all other factors remain the same. If the diameters double, the friction loss will be reduced by almost a factor of 1/32 likewise, if the pipe diameter is tripled, The friction loss would be reduced to about 1/243 of its original value.

https://canutesoft.com/hydraulic-calculation-for-fire-protection-engineers/the-hazen-williams-formula-for-use-in-fire-sprinkler-systems#:~:text=You%20can%20also%20see%20that,other%20factors%20remain%20the%20same.


Contribute your Thoughts:

Anika
5 days ago
It's 1.85 for the Hazen-Williams formula!
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Amber
11 days ago
I thought it was 4.52, but now I’m second-guessing myself. This is tricky!
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Brynn
16 days ago
I’m pretty confident it’s 4.87, but I could be confusing it with another formula.
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Hayley
22 days ago
I remember practicing a similar question, and I feel like it was 1.85. I hope I’m not mixing it up!
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Alaine
28 days ago
I think the exponent for the pipe diameter in the Hazen-Williams formula is 2.31, but I'm not completely sure.
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Kanisha
28 days ago
I'm a bit confused on this one. I'll have to think it through step-by-step to make sure I get the right exponent.
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Paris
28 days ago
The Hazen-WilElmiras formula is one I've practiced a lot, so I'm confident the answer is 1.85. I'll mark A.
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Elmira
28 days ago
Hmm, I'm a little unsure about this one. I'll need to double-check the formula to make sure I have the right exponent.
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Dominque
1 months ago
I'm pretty sure the Hazen-Williams formula uses the pipe diameter raised to the 1.85 power, so I'll go with A.
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Evan
10 months ago
Ah, the age-old question of pipe friction. I'm going with C, 4.52 - it just rolls off the tongue, you know?
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Stefanie
9 months ago
I'm with you on this one, C just sounds right. 4.52 it is!
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Pok
9 months ago
I'm not sure, but I remember my professor mentioning it's raised to the power of 2.31. So maybe B?
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Johnetta
9 months ago
I think it's actually D, 4.87. That's what I learned in my fluid mechanics class.
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Willard
10 months ago
Oh, I see. Thanks for clarifying that. I'll remember that for the exam.
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Isadora
10 months ago
But the Hazen-Williams formula actually raises it to the power of 4.52.
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Frederic
11 months ago
2.31? Really? That seems a bit odd for the Hazen-Williams formula. I'll have to double-check my notes on that one.
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Denise
10 months ago
Let's look it up to be sure. It's important to get the calculations right.
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Merlyn
10 months ago
I'm pretty sure it's 4.52, but now I'm second-guessing myself.
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Verda
10 months ago
Are you sure about that? I remember learning it was raised to the power of 1.85.
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Shayne
10 months ago
I think it's actually raised to the power of 4.87.
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Willard
11 months ago
I disagree, I believe it's raised to the power of 1.85.
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Clarence
11 months ago
Hmm, 4.87 sounds about right. Gotta love those empirical pipe flow equations, am I right?
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Felicitas
10 months ago
Definitely! Empirical equations make life easier when calculating friction loss in pipes.
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Naomi
10 months ago
Yeah, 4.87 is the correct exponent for the Hazen-Williams formula.
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Dominic
11 months ago
Wait, isn't it 4.52? I remember that from my fluid dynamics class, but I could be wrong...
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Alline
10 months ago
I think you might be mistaken, it's actually 4.52.
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Thora
10 months ago
I remember learning that it's 1.85.
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Dean
10 months ago
No, I'm pretty sure it's 2.31.
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Wilbert
11 months ago
I think it's actually raised to the power of 4.87.
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Lilli
11 months ago
I'm pretty sure it's 1.85, that's the classic Hazen-Williams exponent we all know and love.
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Danica
10 months ago
Correct, it's always good to remember the classic values.
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Chantell
10 months ago
So, the answer is A) 1.85 then.
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Jerrod
10 months ago
Yeah, that's the exponent used in the Hazen-Williams formula.
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Gracia
11 months ago
I think you're right, it is 1.85.
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Isadora
11 months ago
I think it's raised to the power of 4.87.
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