Recent content by randall016
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Cantilever Beam Small Deflection Approximation
Thank you for the comment. I was not aware of the preflexing issue. Would this need to be done every time before taking measurements or just an initial break in? Everything is already temperature compensated.- randall016
- Post #7
- Forum: Mechanical Engineering
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Cantilever Beam Small Deflection Approximation
I calculated 590MPa maximum stress (85,000 PSI). I am designing a flexure made of BeCu that a strain gage is mounted on. My max deflection is known so I used euler-bernoulli beam theory to calculated the deflection for a point load (y(x=L)=PL^3/3EI. I solved for P and substituted it into the...- randall016
- Post #5
- Forum: Mechanical Engineering
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Cantilever Beam Small Deflection Approximation
I am calculating the strain in a cantilever beam with a point load for a given deflection. The deflection is around .5mm for a beam that is just over 5mm long (width is 3.8mm and height is 0.15mm). I was told for the assumption of small deflections to be valid, deflection should be 2% of the...- randall016
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- Approximation Beam Cantilever Cantilever beam Deflection
- Replies: 8
- Forum: Mechanical Engineering
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Deriving Strain in Cantilever Beam with Known Deflection
Alright thanks and the reason is for designing a displacement transducer. I know the working range so I want to optimize the strain in order to get the largest signal/noise ratio with a strain gauge.- randall016
- Post #5
- Forum: General Engineering
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Deriving Strain in Cantilever Beam with Known Deflection
So my approach is correct? Is there a better way to derive this relationship?- randall016
- Post #3
- Forum: General Engineering
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Deriving Strain in Cantilever Beam with Known Deflection
I am trying to derive the strain at the base of a cantilever beam with a known deflection. I know the bending stress is equal to Mc/I, so the strain is Mc/IE, where c is the distance from the neutral axis. For a point load ,P, the strain would then be PL/IE. Since the deflection is known I...- randall016
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- Beam Cantilever Cantilever beam Deflection deriving Strain Stress
- Replies: 4
- Forum: General Engineering