โ ๐ชต Beam โ as given (updates as you type)
Set your supports and loads on the left โ the beam above updates live. Tap Solve by conjugate beam for the full solution: real reactions โ bending-moment diagram โ that diagram loaded on the conjugate beam (area above = up, below = down) โ conjugate shear = slope, conjugate moment = deflection.
Answers
โก ๐ง Adjusted beam (loads extended & balanced to the reference)
โข ๐ช Conjugate beam (M diagram by parts โ โ where M>0, โ where M<0)
Areas & centroids (the M/EI loads carried onto the conjugate beam)
Conjugate beam โ reactions by statics
โฃ โ๏ธ Cut at your point โ slope & deflection by statics
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๐ค EboraBot โ Scan a beam
Photograph or upload a beam diagram. EboraBot reads the supports, loads and span and fills the form for you โ handy when there are many loads. 10 EP. This only inputs the beam; check the values, then tap Solve (10 EP) to compute.
โ ๏ธ About the EboraBot Scanner
The scan is a fast way to type the beam in โ best when there are many loads. It can make mistakes, so it's a starting point, not a guarantee.
- Two separate charges: the scan costs 10 EP and only fills the form (supports, loads, span). Computing the answer is a separate Solve (10 EP).
- Treat the filled-in values as a first draft โ check every support, load, hinge and length before you tap Solve.
- It can misread numbers, skip elements, miss an internal hinge, or guess the wrong support/load type.
- Only scan when you have EP to spare โ for a simple beam it's quicker (and free) to just type it in.
โ ๏ธ Review before you solve
Tapping Solve charges 10 EP and runs the conjugate-beam solution. Quickly double-check:
- Every support & internal hinge type and location is correct.
- All loads (point, moment, distributed) and their positions are right.
- The EI / section and the deflection point x are what you want.