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

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In summary: So it seems that the given equation is incorrect.In summary, the conversation discusses the calculation of the Korifice value using the Cd and beta values. The given equation in the technical paper is incorrect and the correct equation is K_orifice = (1-beta^2)/(C^2*beta^4). This has been verified through calculations in Excel and WolframAlpha.
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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
 
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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##

##\ ##
 
  • #4
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
 
  • #6
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).
 

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

What is the significance of the Korifice value in Cranes TP 410M?

The Korifice value in Cranes TP 410M is a crucial factor used to determine the flow rate through an orifice plate. It accounts for various factors such as the orifice size, fluid properties, and flow conditions, ensuring accurate calculations and system efficiency.

How do I determine the Korifice value for a specific orifice plate?

To determine the Korifice value for a specific orifice plate, you need to consult the Cranes TP 410M manual, which provides tables and formulas based on empirical data. These resources help you find the Korifice value by inputting the orifice diameter, pipe diameter, and the Reynolds number of the flow.

What units are used for the Korifice value in Cranes TP 410M?

The Korifice value is typically dimensionless as it is a coefficient that relates to the physical properties and flow conditions of the fluid. It is used in conjunction with other parameters in the flow equation to calculate the actual flow rate.

Can the Korifice value be affected by temperature and pressure changes?

Yes, the Korifice value can be influenced by changes in temperature and pressure because these factors affect the fluid density and viscosity. Accurate calculations must consider these variations to ensure the Korifice value remains valid under different operating conditions.

What are common mistakes to avoid when calculating the Korifice value?

Common mistakes include using incorrect orifice and pipe diameters, neglecting the impact of fluid properties such as density and viscosity, and failing to account for temperature and pressure variations. Ensuring accurate input data and adhering to the guidelines in Cranes TP 410M can help avoid these errors.

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