Chandana P Dev
NSS College of Engineering (NSSCE), Palakkad
Chandana P Dev has created this Calculator and 100+ more calculators!
Ishita Goyal
Meerut Institute of Engineering and Technology (MIET), Meerut
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11 Other formulas that you can solve using the same Inputs

Minimum Width of Plate When Plate Thickness is Given
Minimum width of plate=2*Plate thickness*sqrt(Allowable bending stress/(3*Actual bearing pressure))+(2*Distance from beam bottom to web fillet) GO
Plate Thickness
Plate thickness=sqrt(3*Actual bearing pressure/Allowable bending stress)*((0.5*Minimum width of plate)-Distance from beam bottom to web fillet) GO
Allowable Bending Stress When Plate Thickness is Given
Allowable bending stress=(0.75*Actual bearing pressure*(Minimum width of plate-2*Distance from beam bottom to web fillet)^2)/Plate thickness^2 GO
Stress for Concentrated Load Applied at a Distance Larger than Depth of Beam
Allowable compressive stress=Column load/(Web thickness*(Minimum bearing length+5*Distance from flange to web fillet)) GO
Web Thickness when Stress is Given
Web thickness=Column load/(Allowable compressive stress*(Minimum bearing length+5*Distance from flange to web fillet)) GO
Thickness of Plate When Flange Thickness for H shaped Column is Given
Base Plate Thickness=Flange thickness of H shaped columns*sqrt((3*Actual bearing pressure)/Allowable bending stress) GO
Concentrated Load when Stress is Given
Column load=Allowable compressive stress*Web thickness*(Minimum bearing length+5*Distance from flange to web fillet) GO
Thickness of Plate
Plate thickness=2*Limiting size*sqrt(Actual bearing pressure/Specified minimum yield stress) GO
Minimum Bearing Length of Plate When Actual Bearing Pressure is Given
Minimum bearing length=Beam reaction/(Minimum width of plate*Actual bearing pressure) GO
Minimum Width of Plate When Actual Bearing Pressure is Given
Minimum width of plate=Beam reaction/(Actual bearing pressure*Minimum bearing length) GO
Actual Bearing Pressure Under Plate
Actual bearing pressure=Beam reaction/(Minimum width of plate*Minimum bearing length) GO

1 Other formulas that calculate the same Output

Beam Reaction when Area Required by Bearing Plat is Given
Beam reaction=Area required by bearing plate*0.35*Specified compressive strength of concrete GO

Beam Reaction when Actual Bearing Pressure is Given Formula

Beam reaction=Actual bearing pressure*Minimum width of plate*Minimum bearing length
R=f<sub>p</sub>*B*N
More formulas
Area Required by the Bearing Plate When Full Concrete Area is Used for Support GO
Beam Reaction when Area Required by Bearing Plat is Given GO
Area Required by the Bearing Plate if the Plate Covers Less than Full Area of Concrete For Support GO
Allowable Bearing Stress on Concrete when Full Area is Used for Support GO
Allowable Bearing Stress on Concrete when Less Than Full Area is Used for Support GO
Actual Bearing Pressure Under Plate GO
Minimum Bearing Length of Plate When Actual Bearing Pressure is Given GO
Minimum Width of Plate When Actual Bearing Pressure is Given GO
Plate Thickness GO
Allowable Bending Stress When Plate Thickness is Given GO
Minimum Width of Plate When Plate Thickness is Given GO

What are bearing plates?

Bearing plates are used to transfer concentrated compressive forces between two structural elements. Typically this occurs in two conditions: When a beam or column is supported by concrete or masonry, or. When a beam supports are large concentrated load from a supported element, such as a column.

How to Calculate Beam Reaction when Actual Bearing Pressure is Given?

Beam Reaction when Actual Bearing Pressure is Given calculator uses Beam reaction=Actual bearing pressure*Minimum width of plate*Minimum bearing length to calculate the Beam reaction, The Beam Reaction when Actual Bearing Pressure is Given is defined as the reaction from the beam when the bearing plate is fixed over the beam section. Beam reaction and is denoted by R symbol.

How to calculate Beam Reaction when Actual Bearing Pressure is Given using this online calculator? To use this online calculator for Beam Reaction when Actual Bearing Pressure is Given, enter Actual bearing pressure (fp), Minimum width of plate (B) and Minimum bearing length (N) and hit the calculate button. Here is how the Beam Reaction when Actual Bearing Pressure is Given calculation can be explained with given input values -> 2.500E+8 = 50000000*50*100.

FAQ

What is Beam Reaction when Actual Bearing Pressure is Given?
The Beam Reaction when Actual Bearing Pressure is Given is defined as the reaction from the beam when the bearing plate is fixed over the beam section and is represented as R=fp*B*N or Beam reaction=Actual bearing pressure*Minimum width of plate*Minimum bearing length. Actual bearing pressure is the exact bearing capacity of the given structure. , Minimum width of plate is the value of breadth of plate which must at least satisfy for the safe deign. and Minimum bearing length is defined as the length along the beam under which a high concentration of stresses due to concentrated loads is transferred to the supporting structure below.
How to calculate Beam Reaction when Actual Bearing Pressure is Given?
The Beam Reaction when Actual Bearing Pressure is Given is defined as the reaction from the beam when the bearing plate is fixed over the beam section is calculated using Beam reaction=Actual bearing pressure*Minimum width of plate*Minimum bearing length. To calculate Beam Reaction when Actual Bearing Pressure is Given, you need Actual bearing pressure (fp), Minimum width of plate (B) and Minimum bearing length (N). With our tool, you need to enter the respective value for Actual bearing pressure, Minimum width of plate and Minimum bearing length and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Beam reaction?
In this formula, Beam reaction uses Actual bearing pressure, Minimum width of plate and Minimum bearing length. We can use 1 other way(s) to calculate the same, which is/are as follows -
  • Beam reaction=Area required by bearing plate*0.35*Specified compressive strength of concrete
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