Determine the final lengths and the stress in the tubes

Reference no: EM13718004

Compute the given question

Question- Since the tubes and shell are connected, their final lengths must be the same. Copper has a larger linear expansion coefficient; therefore the tubes will be longer if they could expand freely. Let the amount by which the tubes are shortened be Delta Lt and the amount by which the shell is extended be Delta Ls. There final lengths must be the same and the strain in the tube times its Young's modulus must equal the strain in the shell times its Young's modulus.

Part 1- Solve for Delta Lt and Delta Ls and calculate the final lengths and the stress in the tubes and shell. Which one is under compressive stress and which one is under tensile stress?

I want expert's assistance to determine the final lengths and the stress in the tubes and shell.

Reference no: EM13718004

Questions Cloud

Determine the voltage across the inductor : Find the voltage across the inductor for t>0. t is in milliseconds. Find the power at the terminals of the inductor when t = 6.3ms.

Illustrate in brief about the data set : Describe in brief about the data set that will be used and notional processes for ingesting and analyzing the data in 500 words.

Explore the contributions of various scholars : Also discuss the contributions of various scholars (at least five but preferably more) to the development of public administration as a discipline.

Explain your logic in the online business : If you were to be operating a completely online business, is there a possibility that you could incorporate lean principles into this business?

Determine the final lengths and the stress in the tubes : Solve for Delta Lt and Delta Ls and calculate the final lengths and the stress in the tubes and shell. Which one is under compressive stress and which one is under tensile stress?

Determine the change in length of the shell : Calculate the total length of a tube if it was free to expand. Call this length Lt. Calculate the length of the shell if it was free to expand - assume the same temperature change. Call this length Ls.

Determine the force that the ice-filled : Calculate the radius if the ice could form without constraint in the pothole. Use (delta r/r) as an estimate for the radial strain. Calculate the force that the ice-filled pothole exerts on the surrounding concrete.

Find the specific gravity of the reservoir gas : Calculate the specific gravity of the reservoir gas. How would this affect the specific gravity of the reservoir gas calculated?

Clarify the organizational characteristics of product : What organizational characteristics facilitate embracing accidents as sources of innovative products and services? Consider 3M and Post-it Notes.

User Account

All Pages