"Calculating Korifice Value in Cranes TP 410M, Problem 7-12

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The discussion focuses on calculating the Korifice value in Crane's Technical Paper 410M, specifically in problem 7-12. Participants express confusion over discrepancies in their calculations, with one user obtaining a Korifice value of 28.0 instead of the expected 4.34. They reference an equation from an older edition of the text, suggesting a potential error in the current formula used for the calculation. Another user confirms similar results using both Excel and WolframAlpha, indicating consistency in their findings. The conversation highlights the need for clarification on the correct formula and values used in the calculations.
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Homework Statement
Calculate Korifice by substituting Cd and beta values
Relevant Equations
See image
1682613442985.png

This is taken from Cranes Technical paper 410M problem 7-12. I cant seem to get the Korifice value by substituing the Cd and beta value. For example for beta = 0.7 & C = 0.7, I'm calculating Cd = 0.61 and Korifice = 28.0 (not 4.34 as shown) using excel. Is this an error?
 
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1682616305504.png

Page A-21. Using Re = 8e5 for relating C and beta
 
gmaverick2k said:
I'm calculating Cd = 0.61 and Korifice = 28.0
So am I . There must be something wrong in the ##K## expression: the numerators are ##\approx 0.93## denominators ##\approx 0.12##

##\ ##
 
My old copy (1986, imperial units) shows
$$K_{orifice} \cong \frac{1-\beta^2} {C^2 \beta^4}$$

EDIT: and this is Example 4-12 in the old book, not 7-12 (possible typo in OP?)
 
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gmax137 said:
My old copy (1986, imperial units) shows
$$K_{orifice} \cong \frac{1-\beta^2} {C^2 \beta^4}$$
ISO 5167-2:2003, (pdf version pops up first link in google)
pg. 14.. same eq. as in Crane for Korifice...

1682620396003.png
 
gmax137 said:
My old copy (1986, imperial units) shows
$$K_{orifice} \cong \frac{1-\beta^2} {C^2 \beta^4}$$

EDIT: and this is Example 4-12 in the old book, not 7-12 (possible typo in OP?)
not a typo, example 7-12:
1682620652265.png
 

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I got the same result as you in Excel (most current version). I also plugged the equation into WolframAlpha and got the same result (both results for Korifice).
 
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