Thickness of Horizontal Plate Fixed at Edges Calculator

✖The Maximum Pressure on Horizontal Plate formula is defined as the highest pressure that a system, equipment or material can withstand without experiencing failure or damage.ⓘ Maximum Pressure on Horizontal Plate [f_horizontal]			+10% -10%
✖Length of Horizontal Plate is a flat surface that is oriented parallel to the ground or any other reference plane.ⓘ Length of Horizontal Plate [L_Horizontal]			+10% -10%
✖Maximum Stress in Horizontal Plate fixed at Edges depends on the loading conditions and the geometry of the structure.ⓘ Maximum Stress in Horizontal Plate fixed at Edges [f_Edges]			+10% -10%
✖Effective Width of Horizontal Plate refers to the distance across the plate in a direction perpendicular to its length.ⓘ Effective Width of Horizontal Plate [a]			+10% -10%

✖Thickness of Horizontal Plate is calculated based on the bending moment, the distance from the neutral axis, and the moment of inertia of the cross-section.ⓘ Thickness of Horizontal Plate Fixed at Edges [T_h]

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Thickness of Horizontal Plate Fixed at Edges Solution

STEP 0: Pre-Calculation Summary

Formula Used

Thickness of Horizontal Plate = ((0.7)*(Maximum Pressure on Horizontal Plate)*((Length of Horizontal Plate)^(2)/(Maximum Stress in Horizontal Plate fixed at Edges))*((Effective Width of Horizontal Plate)^(4)/((Length of Horizontal Plate)^(4)+(Effective Width of Horizontal Plate)^(4))))^(0.5)
T_h = ((0.7)*(f_horizontal)*((L_Horizontal)^(2)/(f_Edges))*((a)^(4)/((L_Horizontal)^(4)+(a)^(4))))^(0.5)
This formula uses 5 Variables

Variables Used

Thickness of Horizontal Plate - (Measured in Meter) - Thickness of Horizontal Plate is calculated based on the bending moment, the distance from the neutral axis, and the moment of inertia of the cross-section.
Maximum Pressure on Horizontal Plate - (Measured in Pascal) - The Maximum Pressure on Horizontal Plate formula is defined as the highest pressure that a system, equipment or material can withstand without experiencing failure or damage.
Length of Horizontal Plate - (Measured in Meter) - Length of Horizontal Plate is a flat surface that is oriented parallel to the ground or any other reference plane.
Maximum Stress in Horizontal Plate fixed at Edges - (Measured in Pascal) - Maximum Stress in Horizontal Plate fixed at Edges depends on the loading conditions and the geometry of the structure.
Effective Width of Horizontal Plate - (Measured in Meter) - Effective Width of Horizontal Plate refers to the distance across the plate in a direction perpendicular to its length.

STEP 1: Convert Input(s) to Base Unit

Maximum Pressure on Horizontal Plate: 2.2 Newton per Square Millimeter --> 2200000 Pascal (Check conversion here)
Length of Horizontal Plate: 127 Millimeter --> 0.127 Meter (Check conversion here)
Maximum Stress in Horizontal Plate fixed at Edges: 530 Newton per Square Millimeter --> 530000000 Pascal (Check conversion here)
Effective Width of Horizontal Plate: 102 Millimeter --> 0.102 Meter (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

T_h = ((0.7)*(f_horizontal)*((L_Horizontal)^(2)/(f_Edges))*((a)^(4)/((L_Horizontal)^(4)+(a)^(4))))^(0.5) --> ((0.7)*(2200000)*((0.127)^(2)/(530000000))*((0.102)^(4)/((0.127)^(4)+(0.102)^(4))))^(0.5)

Evaluating ... ...

T_h = 0.00371085373646984

STEP 3: Convert Result to Output's Unit

0.00371085373646984 Meter -->3.71085373646984 Millimeter (Check conversion here)

FINAL ANSWER

3.71085373646984 ≈ 3.710854 Millimeter <-- Thickness of Horizontal Plate

(Calculation completed in 00.004 seconds)

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Thickness of Horizontal Plate Fixed at Edges

LaTeX Go Thickness of Horizontal Plate = ((0.7)*(Maximum Pressure on Horizontal Plate)*((Length of Horizontal Plate)^(2)/(Maximum Stress in Horizontal Plate fixed at Edges))*((Effective Width of Horizontal Plate)^(4)/((Length of Horizontal Plate)^(4)+(Effective Width of Horizontal Plate)^(4))))^(0.5)

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Thickness of Horizontal Plate Fixed at Edges Formula

LaTeX Go

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What is Design Thickness?

Design thickness refers to the calculated minimum thickness required for a component, such as a pipe, vessel, or plate, to safely withstand its operating conditions and loads. The design thickness is based on various factors, including the material properties, operating temperature and pressure, corrosion allowances, and safety factors. It is an essential consideration in engineering design to ensure the structural integrity and safety of a component under all expected conditions of use.

How to Calculate Thickness of Horizontal Plate Fixed at Edges?

Thickness of Horizontal Plate Fixed at Edges calculator uses Thickness of Horizontal Plate = ((0.7)*(Maximum Pressure on Horizontal Plate)*((Length of Horizontal Plate)^(2)/(Maximum Stress in Horizontal Plate fixed at Edges))*((Effective Width of Horizontal Plate)^(4)/((Length of Horizontal Plate)^(4)+(Effective Width of Horizontal Plate)^(4))))^(0.5) to calculate the Thickness of Horizontal Plate, The Thickness of Horizontal Plate Fixed at Edges formula is to determine the maximum stresses, which can be compared to the allowable stress to determine the required thickness. Thickness of Horizontal Plate is denoted by T_h symbol.

How to calculate Thickness of Horizontal Plate Fixed at Edges using this online calculator? To use this online calculator for Thickness of Horizontal Plate Fixed at Edges, enter Maximum Pressure on Horizontal Plate (f_horizontal), Length of Horizontal Plate (L_Horizontal), Maximum Stress in Horizontal Plate fixed at Edges (f_Edges) & Effective Width of Horizontal Plate (a) and hit the calculate button. Here is how the Thickness of Horizontal Plate Fixed at Edges calculation can be explained with given input values -> 3710.854 = ((0.7)*(2200000)*((0.127)^(2)/(530000000))*((0.102)^(4)/((0.127)^(4)+(0.102)^(4))))^(0.5).

FAQ

What is Thickness of Horizontal Plate Fixed at Edges?

The Thickness of Horizontal Plate Fixed at Edges formula is to determine the maximum stresses, which can be compared to the allowable stress to determine the required thickness and is represented as T_h = ((0.7)*(f_horizontal)*((L_Horizontal)^(2)/(f_Edges))*((a)^(4)/((L_Horizontal)^(4)+(a)^(4))))^(0.5) or Thickness of Horizontal Plate = ((0.7)*(Maximum Pressure on Horizontal Plate)*((Length of Horizontal Plate)^(2)/(Maximum Stress in Horizontal Plate fixed at Edges))*((Effective Width of Horizontal Plate)^(4)/((Length of Horizontal Plate)^(4)+(Effective Width of Horizontal Plate)^(4))))^(0.5). The Maximum Pressure on Horizontal Plate formula is defined as the highest pressure that a system, equipment or material can withstand without experiencing failure or damage, Length of Horizontal Plate is a flat surface that is oriented parallel to the ground or any other reference plane, Maximum Stress in Horizontal Plate fixed at Edges depends on the loading conditions and the geometry of the structure & Effective Width of Horizontal Plate refers to the distance across the plate in a direction perpendicular to its length.

How to calculate Thickness of Horizontal Plate Fixed at Edges?

The Thickness of Horizontal Plate Fixed at Edges formula is to determine the maximum stresses, which can be compared to the allowable stress to determine the required thickness is calculated using Thickness of Horizontal Plate = ((0.7)*(Maximum Pressure on Horizontal Plate)*((Length of Horizontal Plate)^(2)/(Maximum Stress in Horizontal Plate fixed at Edges))*((Effective Width of Horizontal Plate)^(4)/((Length of Horizontal Plate)^(4)+(Effective Width of Horizontal Plate)^(4))))^(0.5). To calculate Thickness of Horizontal Plate Fixed at Edges, you need Maximum Pressure on Horizontal Plate (f_horizontal), Length of Horizontal Plate (L_Horizontal), Maximum Stress in Horizontal Plate fixed at Edges (f_Edges) & Effective Width of Horizontal Plate (a). With our tool, you need to enter the respective value for Maximum Pressure on Horizontal Plate, Length of Horizontal Plate, Maximum Stress in Horizontal Plate fixed at Edges & Effective Width of Horizontal Plate and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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