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NSNS
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- shear flow to shear stress
how to calculate shear stress using shear flow
NSNS said:im just curious when we get the maximum from the shear force diagram but how to know that that is the load that beam can withstand so we have to compare the stress with the beam material shear strength right
NSNS said:but i just can't find how to do that process
You didn't address my post. Please post the links you have been reading, or this will be a *very* short thread...berkeman said:Can you post some links to your reading, and ask specific questions about the parts you are having trouble understanding?
berkeman said:You didn't address my post. Please post the links you have been reading, or this will be a *very* short thread...
Sigh. Very short thread is closed.NSNS said:okay, can I ask the last question is shear stress can be calculated by shear flow/thickness?
Shear flow to shear stress is a concept in fluid mechanics that describes the relationship between the shear flow, or the rate of change of shear stress over a distance, and the shear stress, or the force per unit area acting on a material in response to shear deformation.
Shear flow to shear stress can be calculated using the formula q = τ/t, where q is the shear flow, τ is the shear stress, and t is the thickness of the material.
Understanding shear flow to shear stress is crucial in fluid mechanics as it helps engineers and scientists analyze and predict the behavior of fluids in various applications, such as in pipelines, pumps, and turbines.
Shear flow to shear stress plays a significant role in determining the stability of a fluid. If the shear flow is greater than the shear stress, the fluid will experience shear deformation and may become unstable. In contrast, if the shear stress is greater than the shear flow, the fluid will remain stable.
Several factors can influence shear flow to shear stress, including the type of fluid, the viscosity of the fluid, the velocity of the fluid, and the geometry of the material. Changes in these factors can alter the relationship between shear flow and shear stress, affecting the behavior of the fluid.