Total Weight of Vessel given Maximum Compressive Stress Calculator

✖Maximum Compressive Stress of Concrete is the maximum stress that, under a gradually applied load, a given solid material can sustain without fracture.ⓘ Maximum Compressive Stress of Concrete [f_concrete]			+10% -10%
✖Maximum Seismic Moment is the reaction induced in a vessel when an external force or moment is applied to the element causing the element to bend.ⓘ Maximum Seismic Moment [M_s]			+10% -10%
✖Section Modulus of Area A is measure of the stiffness and strength of a cross-sectional shape and defined as the ratio of the maximum bending moment.ⓘ Section Modulus of Area A [Z]			+10% -10%
✖Area between Bearing Plate & Concrete Foundation refers to the surface area in contact between a bearing plate and the concrete foundation on which it rests.ⓘ Area between Bearing Plate & Concrete Foundation [A]			+10% -10%

✖Total Weight of Vessel with Attachment widely depends on its size, material, and function.ⓘ Total Weight of Vessel given Maximum Compressive Stress [ΣW]

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Formula

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Total Weight of Vessel given Maximum Compressive Stress

Formula

`"ΣW" = ("f"_{"concrete"}-("M"_{"s"}/"Z"))*"A"`

Example

`"161290.6N"=("1.58N/mm²"-("4400000N*mm"/"15497588.76mm²"))*"102101mm²"`

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Total Weight of Vessel given Maximum Compressive Stress Solution

STEP 0: Pre-Calculation Summary

Formula Used

Total Weight of Vessel = (Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))*Area between Bearing Plate & Concrete Foundation
ΣW = (f_concrete-(M_s/Z))*A
This formula uses 5 Variables

Variables Used

Total Weight of Vessel - (Measured in Newton) - Total Weight of Vessel with Attachment widely depends on its size, material, and function.
Maximum Compressive Stress of Concrete - (Measured in Pascal) - Maximum Compressive Stress of Concrete is the maximum stress that, under a gradually applied load, a given solid material can sustain without fracture.
Maximum Seismic Moment - (Measured in Newton Meter) - Maximum Seismic Moment is the reaction induced in a vessel when an external force or moment is applied to the element causing the element to bend.
Section Modulus of Area A - (Measured in Square Meter) - Section Modulus of Area A is measure of the stiffness and strength of a cross-sectional shape and defined as the ratio of the maximum bending moment.
Area between Bearing Plate & Concrete Foundation - (Measured in Square Meter) - Area between Bearing Plate & Concrete Foundation refers to the surface area in contact between a bearing plate and the concrete foundation on which it rests.

STEP 1: Convert Input(s) to Base Unit

Maximum Compressive Stress of Concrete: 1.58 Newton per Square Millimeter --> 1580000 Pascal (Check conversion here)
Maximum Seismic Moment: 4400000 Newton Millimeter --> 4400 Newton Meter (Check conversion here)
Section Modulus of Area A: 15497588.76 Square Millimeter --> 15.49758876 Square Meter (Check conversion here)
Area between Bearing Plate & Concrete Foundation: 102101 Square Millimeter --> 0.102101 Square Meter (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

ΣW = (f_concrete-(M_s/Z))*A --> (1580000-(4400/15.49758876))*0.102101

Evaluating ... ...

ΣW = 161290.591980834

STEP 3: Convert Result to Output's Unit

161290.591980834 Newton --> No Conversion Required

FINAL ANSWER

161290.591980834 ≈ 161290.6 Newton <-- Total Weight of Vessel

(Calculation completed in 00.004 seconds)

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< 7 Skirt Supports Calculators

Minimum Stress between Bearing Plate and Concrete Foundation

Go Stress in Bearing Plate and Concrete Foundation = (Maximum Weight of Empty Vessel/Area between Bearing Plate & Concrete Foundation)-(Maximum Seismic Moment/Section Modulus of Area A)

Area using Minimum Stress

Go Area between Bearing Plate & Concrete Foundation = Maximum Weight of Empty Vessel/(Stress in Bearing Plate and Concrete Foundation+(Maximum Seismic Moment/Section Modulus of Area A))

Area between Bearing Plate and Concrete Foundation using Compressive Stress

Go Area between Bearing Plate & Concrete Foundation = Total Weight of Vessel/(Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))

Total Weight of Vessel given Maximum Compressive Stress

Go Total Weight of Vessel = (Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))*Area between Bearing Plate & Concrete Foundation

Compressive Stress between Bearing Plate and Concrete Foundation

Go Maximum Compressive Stress = (Total Weight of Vessel/Area between Bearing Plate & Concrete Foundation)+(Maximum Seismic Moment/Section Modulus of Area A)

Circumferential Length of Bearing Plate given Maximum Bending Moment

Go Circumferential Length of Bearing Plate = Maximum Bending Moment/(Compressive Stress*(Difference Between Radius Bearing Plate and Skirt^2/2))

Maximum Bending Moment at Junction of Skirt and Bearing Plate

Go Maximum Bending Moment = Compressive Stress*Circumferential Length of Bearing Plate*(Difference Between Radius Bearing Plate and Skirt^(2)/2)

Total Weight of Vessel given Maximum Compressive Stress Formula

Total Weight of Vessel = (Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))*Area between Bearing Plate & Concrete Foundation
ΣW = (f_concrete-(M_s/Z))*A

What is Design Stress?

Design stress, also known as allowable stress or working stress, is a value that is used in engineering design to represent the maximum stress that a material or structure is expected to experience under normal conditions of use. This value is based on the properties of the material, such as its strength and ductility, as well as the loading conditions and the desired factor of safety. The design stress is used as a limit in design calculations to ensure that the structure or material will not fail under normal conditions. The value of the design stress is typically lower than the maximum strength of the material, to account for variability and uncertainties in the loading conditions and the properties of the material.

How to Calculate Total Weight of Vessel given Maximum Compressive Stress?

Total Weight of Vessel given Maximum Compressive Stress calculator uses Total Weight of Vessel = (Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))*Area between Bearing Plate & Concrete Foundation to calculate the Total Weight of Vessel, The Total Weight of Vessel given Maximum Compressive Stress formula is employed in structural engineering and vessel design to determine the overall weight of a vessel. Total Weight of Vessel is denoted by ΣW symbol.

How to calculate Total Weight of Vessel given Maximum Compressive Stress using this online calculator? To use this online calculator for Total Weight of Vessel given Maximum Compressive Stress, enter Maximum Compressive Stress of Concrete (f_concrete), Maximum Seismic Moment (M_s), Section Modulus of Area A (Z) & Area between Bearing Plate & Concrete Foundation (A) and hit the calculate button. Here is how the Total Weight of Vessel given Maximum Compressive Stress calculation can be explained with given input values -> 1868.049 = (1580000-(4400/15.49758876))*0.102101.

FAQ

What is Total Weight of Vessel given Maximum Compressive Stress?

The Total Weight of Vessel given Maximum Compressive Stress formula is employed in structural engineering and vessel design to determine the overall weight of a vessel and is represented as ΣW = (f_concrete-(M_s/Z))*A or Total Weight of Vessel = (Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))*Area between Bearing Plate & Concrete Foundation. Maximum Compressive Stress of Concrete is the maximum stress that, under a gradually applied load, a given solid material can sustain without fracture, Maximum Seismic Moment is the reaction induced in a vessel when an external force or moment is applied to the element causing the element to bend, Section Modulus of Area A is measure of the stiffness and strength of a cross-sectional shape and defined as the ratio of the maximum bending moment & Area between Bearing Plate & Concrete Foundation refers to the surface area in contact between a bearing plate and the concrete foundation on which it rests.

How to calculate Total Weight of Vessel given Maximum Compressive Stress?

The Total Weight of Vessel given Maximum Compressive Stress formula is employed in structural engineering and vessel design to determine the overall weight of a vessel is calculated using Total Weight of Vessel = (Maximum Compressive Stress of Concrete-(Maximum Seismic Moment/Section Modulus of Area A))*Area between Bearing Plate & Concrete Foundation. To calculate Total Weight of Vessel given Maximum Compressive Stress, you need Maximum Compressive Stress of Concrete (f_concrete), Maximum Seismic Moment (M_s), Section Modulus of Area A (Z) & Area between Bearing Plate & Concrete Foundation (A). With our tool, you need to enter the respective value for Maximum Compressive Stress of Concrete, Maximum Seismic Moment, Section Modulus of Area A & Area between Bearing Plate & Concrete Foundation 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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