Simple and clear. Only thing am unable to pick up, is the speed you progress. By pausing for few minutes and recalling, makes it clear to understand the concepts. I have also recommended my friends to watch.
Because the Moment Diagram is evaluating Reactions - thus - the applied moment which is negative (per convention - clockwise) - to counteract this negative moment - an equal and opposite positive moment is required.
Hello! Thank you for the video! If I have a positive distributed load (lift of a half aircraft wing) with an elliptical distribution, how would the appearance of the shear force be? Can you help me, please? I would appreciate it!
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Simple and clear. Only thing am unable to pick up, is the speed you progress. By pausing for few minutes and recalling, makes it clear to understand the concepts. I have also recommended my friends to watch.
Same. I'm watching at 0.75 x speed.
Thank you for making such good content videos which are not at all boring.
You are awesome, thank you so much
Thank you for making this good video😊
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It was so easy to understand 😅…🎉
In 9:10 M+ΔM and V+ΔV is because the length X changes, and therefore M and V change? Thank you! Great video
DEFLECTION OF CANTILEVER BEAM (double-integration & moment-area method) PLSSSS
Can anyone explain why clockwise Applied moments appear as positive in the Moment diagram?
Because the Moment Diagram is evaluating Reactions - thus - the applied moment which is negative (per convention - clockwise) - to counteract this negative moment - an equal and opposite positive moment is required.
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Hello! Thank you for the video! If I have a positive distributed load (lift of a half aircraft wing) with an elliptical distribution, how would the appearance of the shear force be? Can you help me, please? I would appreciate it!
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