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Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Formula

GoMachining Cost per component under Maximum Power Condition Formula

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Machining and operating cost of each product refers to the total expenses incurred in the manufacturing process for producing individual metal components or products. Check FAQs

C m = ((({(\frac{t min}{t max})}^{\frac{1}{T e}}) \cdot \frac{T e}{1 - T e}) + 1) \cdot t max \cdot M

C_m - Machining and Operating Cost of Each Product?t_min - Machining Time for Minimum Cost?t_max - Machining Time for Maximum Cost?T_e - Taylor's Tool Life Exponent?M - Machining and Operating Rate?

Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Example

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Here is how the Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent equation looks like with Values.

Here is how the Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent equation looks like with Units.

Here is how the Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent equation looks like.

25 = ((({(\frac{74.8802}{30})}^{\frac{1}{0.3}}) \cdot \frac{0.3}{1 - 0.3}) + 1) \cdot 30 \cdot 0.083

25 = ((({(\frac{74.8802s}{30s})}^{\frac{1}{0.3}}) \cdot \frac{0.3}{1 - 0.3}) + 1) \cdot 30s \cdot 0.083

25 = ((({(\frac{74.8802}{30})}^{\frac{1}{0.3}}) \cdot \frac{0.3}{1 - 0.3}) + 1) \cdot 30 \cdot 0.083

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Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Solution

Follow our step by step solution on how to calculate Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent?

FIRST Step Consider the formula

C m = ((({(\frac{t min}{t max})}^{\frac{1}{T e}}) \cdot \frac{T e}{1 - T e}) + 1) \cdot t max \cdot M

Next Step Substitute values of Variables

∴

C m = ((({(\frac{74.8802s}{30s})}^{\frac{1}{0.3}}) \cdot \frac{0.3}{1 - 0.3}) + 1) \cdot 30s \cdot 0.083

Next Step Prepare to Evaluate

∴

C m = ((({(\frac{74.8802}{30})}^{\frac{1}{0.3}}) \cdot \frac{0.3}{1 - 0.3}) + 1) \cdot 30 \cdot 0.083

Next Step Evaluate

∴

C m = 24.999996029858

LAST Step Rounding Answer

∴

C m = 25

Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Formula Elements

Variables

Machining and Operating Cost of Each Product

Machining and operating cost of each product refers to the total expenses incurred in the manufacturing process for producing individual metal components or products.

Symbol: C_m

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Machining and Operating Cost of Each Product

Machining Time for Minimum Cost

Machining time for minimum cost refers to the duration required to produce a specific component or part while minimizing the overall cost of the machining process.

Symbol: t_min

Measurement: TimeUnit: s

Note: Value should be greater than 0.

Formulas to find Machining Time for Minimum Cost

Machining Time for Maximum Cost

Machining time for maximum cost refers to the duration it takes to complete a specific machining operation or process on a workpiece.

Symbol: t_max

Measurement: TimeUnit: s

Note: Value should be greater than 0.

Formulas to find Machining Time for Maximum Cost

Taylor's Tool Life Exponent

Taylor's Tool Life Exponent is an experimental exponent that helps in quantifying the rate of Tool Wear.

Symbol: T_e

Measurement: NAUnit: Unitless

Note: Value should be less than 1.

Formulas to find Taylor's Tool Life Exponent

Machining and Operating Rate

Machining and operating rate refers to the speed or efficiency at which machining operations are conducted and machinery is utilized within a manufacturing facility.

Symbol: M

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Machining and Operating Rate

Other Formulas to find Machining and Operating Cost of Each Product

Go Machining Cost per component under Maximum Power Condition

C m = t max \cdot (M + (Q \cdot \frac{M \cdot t c + C}{T}))

Other formulas in Maximum Power cost category

Go Cost of 1 Tool given Machining Cost for Maximum Power

C = (T \cdot \frac{(\frac{C m}{t max}) - M}{Q}) - (M \cdot t c)

Go Cost of Machine tool given initial weight of workpiece

C = e \cdot W^{f}

Go Cost amortized over years given Total rate for Machining and Operator

y = \frac{K m \cdot e \cdot W^{f}}{(r - (K o \cdot R d)) \cdot (2 \cdot N)}

How to Evaluate Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent?

Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent evaluator uses Machining and Operating Cost of Each Product = ((((Machining Time for Minimum Cost/Machining Time for Maximum Cost)^(1/Taylor's Tool Life Exponent))*Taylor's Tool Life Exponent/(1-Taylor's Tool Life Exponent))+1)*Machining Time for Maximum Cost*Machining and Operating Rate to evaluate the Machining and Operating Cost of Each Product, Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent refers to the total expense incurred to produce a single machined part. This cost includes all relevant expenses such as material, labor, machine usage, tooling, and overheads. Accurately calculating this cost is essential for pricing, budgeting, and profitability analysis. Machining and Operating Cost of Each Product is denoted by C_m symbol.

How to evaluate Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent using this online evaluator? To use this online evaluator for Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent, enter Machining Time for Minimum Cost (t_min), Machining Time for Maximum Cost (t_max), Taylor's Tool Life Exponent (T_e) & Machining and Operating Rate (M) and hit the calculate button.

FAQs on Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent

What is the formula to find Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent?

The formula of Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent is expressed as Machining and Operating Cost of Each Product = ((((Machining Time for Minimum Cost/Machining Time for Maximum Cost)^(1/Taylor's Tool Life Exponent))*Taylor's Tool Life Exponent/(1-Taylor's Tool Life Exponent))+1)*Machining Time for Maximum Cost*Machining and Operating Rate. Here is an example- 9.661628 = ((((74.88022/30)^(1/0.3))*0.3/(1-0.3))+1)*30*0.083.

How to calculate Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent?

With Machining Time for Minimum Cost (t_min), Machining Time for Maximum Cost (t_max), Taylor's Tool Life Exponent (T_e) & Machining and Operating Rate (M) we can find Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent using the formula - Machining and Operating Cost of Each Product = ((((Machining Time for Minimum Cost/Machining Time for Maximum Cost)^(1/Taylor's Tool Life Exponent))*Taylor's Tool Life Exponent/(1-Taylor's Tool Life Exponent))+1)*Machining Time for Maximum Cost*Machining and Operating Rate.

What are the other ways to Calculate Machining and Operating Cost of Each Product?

Here are the different ways to Calculate Machining and Operating Cost of Each Product-

Machining and Operating Cost of Each Product=Machining Time for Maximum Cost*(Machining and Operating Rate+(Time Proportion*(Machining and Operating Rate*Time to Change One Tool+Cost of One Tool)/Tool Life))

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Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Formula

​GoMachining Cost per component under Maximum Power Condition Formula

Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Example

Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Solution

Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent Formula Elements

Other Formulas to find Machining and Operating Cost of Each Product

Other formulas in Maximum Power cost category

How to Evaluate Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent?

FAQs on Machining Cost per component for Maximum Power when Cutting Speed is limited by Taylor's Exponent

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GoMachining Cost per component under Maximum Power Condition Formula