Thank you Nidium... Yea I am using some kind of POM. Just like a diffuser...If I calculate the deflection 2 dimensional then the longitudinal deflection comes around 10mm and in transverse direction its around .005mm. But in actual condition the sum effect of longitudinal and transverse deflection determines the scenario and I just wanted to know how to calculate the same. May be the order of magnitude will be enough.Nidum said:
Thats awesome!Thank you so much for the help. I believe the magnitude is in mm...Nidum said:
Thank you so much Nidum...Your help is much appreciated...Nidum said:
Effective deflection in a beam refers to the amount of displacement or deformation that a beam undergoes when subjected to a load. It is a measure of the flexibility and strength of the beam and is an important factor in determining the overall stability and structural integrity of a beam.
Effective deflection in a beam is typically calculated using the Euler-Bernoulli equation, which takes into account the beam's dimensions, material properties, and applied load. There are also various software programs and online calculators available to assist with these calculations.
The effective deflection of a beam can be influenced by several factors, including the type of material used, the shape and dimensions of the beam, the magnitude and distribution of the load, and any external forces or constraints on the beam.
To minimize the effective deflection of a beam, engineers can use various techniques such as increasing the beam's stiffness by using a strong and rigid material, reducing the load on the beam, or using additional support structures such as columns or braces.
Some common methods for controlling the effective deflection of a beam include using different types of beams (such as I-beams or trusses), adding reinforcements or braces, varying the beam's cross-sectional shape, and adjusting the beam's support and loading conditions.