The A-frame shown is pin-connected at A, B, C, and D. The surface at E is level and frictionless. Calculate the reaction at E and the reaction components at the pins. - Draw free-body diagram - Solve most simple way, save yourself time - Write out all steps
The A-frame shown is pin-connected at A, B, C, and D. The surface at E is level and frictionless. Calculate the reaction at E and the reaction components at the pins. - Draw free-body diagram - Solve most simple way, save yourself time - Write out all steps
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
The A-frame shown is pin-connected at A, B, C, and D. The surface at E is level and frictionless. Calculate the reaction at E and the reaction components at the pins.
- Draw free-body diagram
- Solve most simple way, save yourself time
- Write out all steps

Transcribed Image Text:The image shows a structural diagram of a frame setup. Here's a detailed description:
- The frame consists of several connected members forming a triangular structure with an additional horizontal member at the bottom.
- Point A has a pin support, and point E has a roller support.
- The distance between A and B, and between A to the vertical directly under C is 5 meters. The horizontal member D is 2 meters from A and spans 3 meters to the point directly under E. The total width from A to E is 10 meters.
- Vertical distances from A to the horizontal member (BD) are marked as 5 meters each for the sections below B and C.
- A 2 kN horizontal force is applied to the left on the member section marked between the top of the frame (point C) and the horizontal member (BD).
- A 3 kN vertical force is applied downward on member D.
- Points C and D are joints where the members are connected.
This description aids in understanding the distribution of forces and supports in this frame structure, useful for analyzing mechanical equilibrium and structural integrity.
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