Beam Effective Depth given Bond Stress on Bar Surface Calculator

✖Total shear force acting on the slice under the consideration.ⓘ Total Shear Force [ΣS]			+10% -10%
✖Constant j is the ratio of the distance between the centroid of compression and the centroid of tension to depth d.ⓘ Constant j [j]			+10% -10%
✖Bond Stress on Surface of Bar is the force of adhesion per unit area of contact between two bonded surfaces.ⓘ Bond Stress on Surface of Bar [u]			+10% -10%
✖Perimeter Sum of Tensile Bars is the sum of perimeters of tensile reinforcing bars in beams.ⓘ Perimeter Sum of Tensile Bars [Summation₀]			+10% -10%

✖Effective Depth of Beam is the distance from the centroid of tension steel to the outermost face of the compression fiber.ⓘ Beam Effective Depth given Bond Stress on Bar Surface [d_eff]

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Beam Effective Depth given Bond Stress on Bar Surface Solution

STEP 0: Pre-Calculation Summary

Formula Used

Effective Depth of Beam = Total Shear Force/(Constant j*Bond Stress on Surface of Bar*Perimeter Sum of Tensile Bars)
d_eff = ΣS/(j*u*Summation₀)
This formula uses 5 Variables

Variables Used

Effective Depth of Beam - (Measured in Meter) - Effective Depth of Beam is the distance from the centroid of tension steel to the outermost face of the compression fiber.
Total Shear Force - (Measured in Newton) - Total shear force acting on the slice under the consideration.
Constant j - Constant j is the ratio of the distance between the centroid of compression and the centroid of tension to depth d.
Bond Stress on Surface of Bar - (Measured in Pascal) - Bond Stress on Surface of Bar is the force of adhesion per unit area of contact between two bonded surfaces.
Perimeter Sum of Tensile Bars - (Measured in Meter) - Perimeter Sum of Tensile Bars is the sum of perimeters of tensile reinforcing bars in beams.

STEP 1: Convert Input(s) to Base Unit

Total Shear Force: 320 Newton --> 320 Newton No Conversion Required
Constant j: 0.8 --> No Conversion Required
Bond Stress on Surface of Bar: 10 Newton per Square Meter --> 10 Pascal (Check conversion here)
Perimeter Sum of Tensile Bars: 10.01 Meter --> 10.01 Meter No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

d_eff = ΣS/(j*u*Summation₀) --> 320/(0.8*10*10.01)

Evaluating ... ...

d_eff = 3.996003996004

STEP 3: Convert Result to Output's Unit

3.996003996004 Meter --> No Conversion Required

FINAL ANSWER

3.996003996004 ≈ 3.996004 Meter <-- Effective Depth of Beam

(Calculation completed in 00.020 seconds)

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Created by Rudrani Tidke

Cummins College of Engineering for Women (CCEW), Pune

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Osmania University (OU), Hyderabad

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< Bond and Anchorage for Reinforcing Bars Calculators

Tensile Reinforcing Bars Perimeters Sum given Bond Stress on Bar Surface

LaTeX Go Perimeter Sum of Tensile Bars = Total Shear Force/(Constant j*Effective Depth of Beam*Bond Stress on Surface of Bar)

Beam Effective Depth given Bond Stress on Bar Surface

LaTeX Go Effective Depth of Beam = Total Shear Force/(Constant j*Bond Stress on Surface of Bar*Perimeter Sum of Tensile Bars)

Total Shear given Bond Stress on Bar Surface

LaTeX Go Total Shear Force = Bond Stress on Surface of Bar*(Constant j*Effective Depth of Beam*Perimeter Sum of Tensile Bars)

Bond Stress on Bar Surface

LaTeX Go Bond Stress on Surface of Bar = Total Shear Force/(Constant j*Effective Depth of Beam*Perimeter Sum of Tensile Bars)

Beam Effective Depth given Bond Stress on Bar Surface Formula

LaTeX Go

Effective Depth of Beam = Total Shear Force/(Constant j*Bond Stress on Surface of Bar*Perimeter Sum of Tensile Bars)
d_eff = ΣS/(j*u*Summation₀)

What is beam depth?

A beam is considered as a deep beam when the ratio of effective span to overall depth is <2.0 for simply supported members.

How to Calculate Beam Effective Depth given Bond Stress on Bar Surface?

Beam Effective Depth given Bond Stress on Bar Surface calculator uses Effective Depth of Beam = Total Shear Force/(Constant j*Bond Stress on Surface of Bar*Perimeter Sum of Tensile Bars) to calculate the Effective Depth of Beam, The Beam Effective Depth given Bond Stress on Bar Surface formula is defined as the distance between extreme compressive concrete fiber to the centroid of tension reinforcement in a section under flexural conditions. And in another word, it is described as the distance from the centroid of tension Steel to the outermost face of compression fiber. Effective Depth of Beam is denoted by d_eff symbol.

How to calculate Beam Effective Depth given Bond Stress on Bar Surface using this online calculator? To use this online calculator for Beam Effective Depth given Bond Stress on Bar Surface, enter Total Shear Force (ΣS), Constant j (j), Bond Stress on Surface of Bar (u) & Perimeter Sum of Tensile Bars (Summation₀) and hit the calculate button. Here is how the Beam Effective Depth given Bond Stress on Bar Surface calculation can be explained with given input values -> 4 = 320/(0.8*10*10.01).

FAQ

What is Beam Effective Depth given Bond Stress on Bar Surface?

The Beam Effective Depth given Bond Stress on Bar Surface formula is defined as the distance between extreme compressive concrete fiber to the centroid of tension reinforcement in a section under flexural conditions. And in another word, it is described as the distance from the centroid of tension Steel to the outermost face of compression fiber and is represented as d_eff = ΣS/(j*u*Summation₀) or Effective Depth of Beam = Total Shear Force/(Constant j*Bond Stress on Surface of Bar*Perimeter Sum of Tensile Bars). Total shear force acting on the slice under the consideration, Constant j is the ratio of the distance between the centroid of compression and the centroid of tension to depth d, Bond Stress on Surface of Bar is the force of adhesion per unit area of contact between two bonded surfaces & Perimeter Sum of Tensile Bars is the sum of perimeters of tensile reinforcing bars in beams.

How to calculate Beam Effective Depth given Bond Stress on Bar Surface?

The Beam Effective Depth given Bond Stress on Bar Surface formula is defined as the distance between extreme compressive concrete fiber to the centroid of tension reinforcement in a section under flexural conditions. And in another word, it is described as the distance from the centroid of tension Steel to the outermost face of compression fiber is calculated using Effective Depth of Beam = Total Shear Force/(Constant j*Bond Stress on Surface of Bar*Perimeter Sum of Tensile Bars). To calculate Beam Effective Depth given Bond Stress on Bar Surface, you need Total Shear Force (ΣS), Constant j (j), Bond Stress on Surface of Bar (u) & Perimeter Sum of Tensile Bars (Summation₀). With our tool, you need to enter the respective value for Total Shear Force, Constant j, Bond Stress on Surface of Bar & Perimeter Sum of Tensile Bars 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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