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What else can I help you with?
What is the meaning of trestle?
A trestle is a rigid frame used as a support, especially referring to a bridge composed of a number of short spans supported by such frames
Why is a bridge a frame structure?
A bridge is a frame structure because it is made out of parts that are fastened together
Can a rubber mounted sportster engine be used on a rigid frame?
No, it cannot. Not a "standard" rigid frame that it. There are now several manufacturers that make rigid frames specifically for rubber mount sportsters, just do a web search. Be aware though that a rubber mounted sporty engine in a rigid frame is now a rigid. The benefits (if there were any) to having a rubber mounted engine no longer exist.
Is the term used when a vehicle body is mounted on a rigid frame or chassis.?
body on frame
What type of bridge is the Grande Ravine Bridge?
Strut Frame Bridge
Is the London bridge a shell or frame structure?
frame
What is a wood frame bridge?
A wood frame bridge is one where the load bearing components are made of wood.
Bridge support system using rigid pieces?
Truss
What is an example of a rigid joint?
the rugs connected to a ladder and the usually metal triangles or crosses of a bridge are examples of rigid joints.
Who invented the rigid-frame airship?
In 1897, the first rigid frame airship was built in Germany. The hull was made out of aluminum sheeting. The most successful rigid airship designer and builder was Ferdinand, Count von Zeppelin, with his first airship the LZ-1 built in 1900.
Is the harbor bridge a truss bridge?
No, the Harbour Bridge is a Steel arch bridge as the frame structure supporting it is an arch, but however consists of triangles.
How do you analyze rigid body connected to a frame?
To analyze a rigid body connected to a frame, start by identifying the forces and moments acting on the rigid body, including external loads, reactions at the connection points, and any constraints provided by the frame. Use free-body diagrams to isolate the rigid body and apply equilibrium equations (sum of forces and moments equal to zero) to solve for unknowns. Consider the geometry and material properties of the frame and body to assess the system's stability and determine any potential deformations or stress concentrations. Finally, if necessary, apply methods such as finite element analysis for more complex systems to obtain detailed insights into the behavior of the rigid body within the frame.
