FormulaDen.com

Physics Chemistry Math Chemical Engineering Civil Electrical Electronics Electronics and Instrumentation Materials Science Mechanical Production Engineering Financial Health

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Formula

Fx Copy

LaTeX Copy

Eccentricity of Load about Y-Y Axis is the distance between the center of gravity of an applied load and the Y-Y axis of a structure or component. Check FAQs

e yy = \frac{(({B outer}^{3}) \cdot (L outer)) - ((L inner) \cdot ({B inner}^{3}))}{6 \cdot B outer \cdot (((B outer) \cdot (L outer)) - ((L inner) \cdot (B inner)))}

e_yy - Eccentricity of Load about Y-Y Axis?B_outer - Outer Breadth of Hollow Rectangular Section?L_outer - Outer Length of Hollow Rectangle?L_inner - Inner Length of Hollow Rectangle?B_inner - Inner Breadth of Hollow Rectangular Section?

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Example

With values

With units

Only example

Here is how the Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section equation looks like with Values.

Here is how the Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section equation looks like with Units.

Here is how the Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section equation looks like.

-12.724 = \frac{((480^{3}) \cdot (116.0211)) - ((600) \cdot (250^{3}))}{6 \cdot 480 \cdot (((480) \cdot (116.0211)) - ((600) \cdot (250)))}

-12.724mm = \frac{(({480mm}^{3}) \cdot (116.0211mm)) - ((600mm) \cdot ({250mm}^{3}))}{6 \cdot 480mm \cdot (((480mm) \cdot (116.0211mm)) - ((600mm) \cdot (250mm)))}

-12.724 = \frac{((480^{3}) \cdot (116.0211)) - ((600) \cdot (250^{3}))}{6 \cdot 480 \cdot (((480) \cdot (116.0211)) - ((600) \cdot (250)))}

Tip: Use pencil ( Pencil

) icon above to edit Input Values and Units.

Calculate

Recalculate

Solution

Copy

Reset

You are here -

Home » Category

Physics » Category

Mechanical » Category

Strength of Materials » fx Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Solution

Follow our step by step solution on how to calculate Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section?

FIRST Step Consider the formula

e yy = \frac{(({B outer}^{3}) \cdot (L outer)) - ((L inner) \cdot ({B inner}^{3}))}{6 \cdot B outer \cdot (((B outer) \cdot (L outer)) - ((L inner) \cdot (B inner)))}

Next Step Substitute values of Variables

∴

e yy = \frac{(({480mm}^{3}) \cdot (116.0211mm)) - ((600mm) \cdot ({250mm}^{3}))}{6 \cdot 480mm \cdot (((480mm) \cdot (116.0211mm)) - ((600mm) \cdot (250mm)))}

Next Step Convert Units

∴

e yy = \frac{(({0.48m}^{3}) \cdot (0.116m)) - ((0.6m) \cdot ({0.25m}^{3}))}{6 \cdot 0.48m \cdot (((0.48m) \cdot (0.116m)) - ((0.6m) \cdot (0.25m)))}

Next Step Prepare to Evaluate

∴

e yy = \frac{(({0.48}^{3}) \cdot (0.116)) - ((0.6) \cdot ({0.25}^{3}))}{6 \cdot 0.48 \cdot (((0.48) \cdot (0.116)) - ((0.6) \cdot (0.25)))}

Next Step Evaluate

∴

e yy = -0.0127240328209402m

Next Step Convert to Output's Unit

∴

e yy = -12.7240328209402mm

LAST Step Rounding Answer

∴

e yy = -12.724mm

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Formula Elements

Variables

Eccentricity of Load about Y-Y Axis

Eccentricity of Load about Y-Y Axis is the distance between the center of gravity of an applied load and the Y-Y axis of a structure or component.

Symbol: e_yy

Measurement: LengthUnit: mm

Note: Value should be greater than 0.

Formulas to find Eccentricity of Load about Y-Y Axis

Outer Breadth of Hollow Rectangular Section

Outer Breadth of Hollow Rectangular Section is the shorter side of the outside rectangle in a hollow rectangular section.

Symbol: B_outer

Measurement: LengthUnit: mm

Note: Value should be greater than 0.

Formulas to find Outer Breadth of Hollow Rectangular Section

Outer Length of Hollow Rectangle

Outer Length of Hollow Rectangle is the longest side length of the hollow rectangle.

Symbol: L_outer

Measurement: LengthUnit: mm

Note: Value should be greater than 0.

Formulas to find Outer Length of Hollow Rectangle

Inner Length of Hollow Rectangle

Inner Length of Hollow Rectangle is the distance along the inside length of a rectangular section that has a hollowed-out interior.

Symbol: L_inner

Measurement: LengthUnit: mm

Note: Value should be greater than 0.

Formulas to find Inner Length of Hollow Rectangle

Inner Breadth of Hollow Rectangular Section

Inner Breadth of Hollow Rectangular Section is the shorter breadth of the rectangular section.

Symbol: B_inner

Measurement: LengthUnit: mm

Note: Value should be greater than 0.

Formulas to find Inner Breadth of Hollow Rectangular Section

Other formulas in Kernel of Hollow Rectangular Section category

Go Maximum Eccentricity of Load about X Axis for Hollow Rectangular Section

e xx = \frac{(B outer \cdot ({L outer}^{3})) - (({L inner}^{3}) \cdot B inner)}{6 \cdot L outer \cdot ((B outer \cdot (L outer)) - ((L inner) \cdot B inner))}

Go Internal Length of Hollow Rectangular Section using Section Modulus about y-y axis

L inner = \frac{(({B outer}^{3}) \cdot (L outer)) - (6 \cdot S \cdot B outer)}{{B inner}^{3}}

Go External Length of hollow Rectangular Section using Section Modulus about y-y axis

L outer = \frac{(6 \cdot S \cdot B outer) + ((L inner) \cdot ({B inner}^{3}))}{{B outer}^{3}}

Go Section Modulus about y-y axis for Hollow Rectangular Section given Dimension of Section

S = \frac{(({B outer}^{3}) \cdot (L outer)) - ((L inner) \cdot ({B inner}^{3}))}{6 \cdot B outer}

How to Evaluate Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section?

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section evaluator uses Eccentricity of Load about Y-Y Axis = (((Outer Breadth of Hollow Rectangular Section^3)*(Outer Length of Hollow Rectangle))-((Inner Length of Hollow Rectangle)*(Inner Breadth of Hollow Rectangular Section^3)))/(6*Outer Breadth of Hollow Rectangular Section*(((Outer Breadth of Hollow Rectangular Section)*(Outer Length of Hollow Rectangle))-((Inner Length of Hollow Rectangle)*(Inner Breadth of Hollow Rectangular Section)))) to evaluate the Eccentricity of Load about Y-Y Axis, The Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section formula is defined as a measure of the maximum distance of the load from the y-axis in a hollow rectangular section, which is essential in calculating the stress and strain on the section under various loads. Eccentricity of Load about Y-Y Axis is denoted by e_yy symbol.

How to evaluate Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section using this online evaluator? To use this online evaluator for Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section, enter Outer Breadth of Hollow Rectangular Section (B_outer), Outer Length of Hollow Rectangle (L_outer), Inner Length of Hollow Rectangle (L_inner) & Inner Breadth of Hollow Rectangular Section (B_inner) and hit the calculate button.

FAQs on Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section

What is the formula to find Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section?

The formula of Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section is expressed as Eccentricity of Load about Y-Y Axis = (((Outer Breadth of Hollow Rectangular Section^3)*(Outer Length of Hollow Rectangle))-((Inner Length of Hollow Rectangle)*(Inner Breadth of Hollow Rectangular Section^3)))/(6*Outer Breadth of Hollow Rectangular Section*(((Outer Breadth of Hollow Rectangular Section)*(Outer Length of Hollow Rectangle))-((Inner Length of Hollow Rectangle)*(Inner Breadth of Hollow Rectangular Section)))). Here is an example- 103134.4 = (((0.48^3)*(0.1160211))-((0.6)*(0.25^3)))/(6*0.48*(((0.48)*(0.1160211))-((0.6)*(0.25)))).

How to calculate Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section?

With Outer Breadth of Hollow Rectangular Section (B_outer), Outer Length of Hollow Rectangle (L_outer), Inner Length of Hollow Rectangle (L_inner) & Inner Breadth of Hollow Rectangular Section (B_inner) we can find Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section using the formula - Eccentricity of Load about Y-Y Axis = (((Outer Breadth of Hollow Rectangular Section^3)*(Outer Length of Hollow Rectangle))-((Inner Length of Hollow Rectangle)*(Inner Breadth of Hollow Rectangular Section^3)))/(6*Outer Breadth of Hollow Rectangular Section*(((Outer Breadth of Hollow Rectangular Section)*(Outer Length of Hollow Rectangle))-((Inner Length of Hollow Rectangle)*(Inner Breadth of Hollow Rectangular Section)))).

Can the Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section be negative?

No, the Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section, measured in Length cannot be negative.

Which unit is used to measure Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section?

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section is usually measured using the Millimeter[mm] for Length. Meter[mm], Kilometer[mm], Decimeter[mm] are the few other units in which Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section can be measured.

Let Others Know

✖

Facebook

Twitter

Copied!

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Formula

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Example

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Solution

Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section Formula Elements

Other formulas in Kernel of Hollow Rectangular Section category

How to Evaluate Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section?

FAQs on Maximum Eccentricity of Load about Y Axis for Hollow Rectangular Section

Variable Name