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Total Questions : 2607 | Page 85 of 261 pages
Question 841.

According to Clavarino's equation, the thickness of a cylinder is equal to (where d = Inner diameter of cylinder, p = Internal pressure, and `mu` = Poisson's ratio. )


  1.    `d/2 [ sqrt(sigma_t + (1 - 2mu) p)/(sigma_t - (1 + mu)p) - 1]`
  2.    `d/2 [ sqrt(sigma_t + (1 - mu) p)/(sigma_t - (1 + mu)p) - 1]`
  3.    `d/2 [ sqrt(sigma_t + p)/(sigma_t - P) - 1]`
  4.    none of these
 Discuss Question
Answer: Option A. -> `d/2 [ sqrt(sigma_t + (1 - 2mu) p)/(sigma_t - (1 + mu)p) - 1]`


Question 842.
A thin spherical shell of internal diameter d is subjected to an internal pressure p. If `sigma_t`, is the tensile stress for the shell material, then thickness of shell is equal to
  1.    `(pd)/(sigma_t)`
  2.    `(pd)/(2sigma_t)`
  3.    `(pd)/(3sigma_t)`
  4.    `(pd)/(4sigma_t)`
 Discuss Question
Answer: Option D. -> `(pd)/(4sigma_t)`


Question 843.

The strength of the un-riveted plate (P) per pitch length is equal to


  1.    `p.d.sigma_t`
  2.    `p.t.sigma_t`
  3.    `(p - d) sigma_t`
  4.    `(p - d) t sigma_t`
 Discuss Question
Answer: Option B. -> `p.t.sigma_t`


Question 844.

A thin spherical shell of internal diameter d is subjected to an internal pressure p. If V is the storage capacity of shell, then its diameter will beA Thin Spherical Shell Of Internal Diameter D Is Subjected T...


  1.    `((6V)/(pi))^(1//2)`
  2.    `((6V)/(pi))^(1//3)`
  3.    `((6V)/(pi))^2`
  4.    `((6V)/(pi))^3`
 Discuss Question
Answer: Option B. -> `((6V)/(pi))^(1//3)`


Question 845.

The ratio of driving tensions for flat belts, neglecting centrifugal tension, is (where T1, and T2
= Tensions on the tight and slack sides of belt respectively, `mu` =
Coefficient of friction, between the belt and pulley, and `theta` = Angle of
contact)


  1.    `T_1/T_2 = mu theta`
  2.    log ` T_1/T_2 = mu theta`
  3.    `T_1/T_2 = e^(mu theta)`
  4.    `T_1/T_2 = log mu theta`
 Discuss Question
Answer: Option C. -> `T_1/T_2 = e^(mu theta)`


Question 846.


The efficiency of a riveted joint is equal to



  1.    `P_t //P`
  2.    `P_s //P`
  3.    `P_c//P`
  4.    least of` P_t, P_s and P_c//P`
 Discuss Question
Answer: Option D. -> least of` P_t, P_s and P_c//P`


Question 847.

The Wahl's stress factor (K) for springs is given by
(where The Wahl's Stress Factor (K) For Springs Is Given By (where ... C = spring index = Mean dia of spring (D)/Dia of wire(d))


  1.    `(2C + 1)/(2C - 1) + 0.615/C`
  2.    `(2C- 1)/(2C + 1) + 0.615/C`
  3.    `(4C + 1)/(4C - 4) + 0.615/C`
  4.    `(4C - 1)/(4C - 4) + 0.615/C`
 Discuss Question
Answer: Option D. -> `(4C - 1)/(4C - 4) + 0.615/C`


Question 848.

In order to withstand resistance to wear, the best profile of gear is


  1.    `14 1 ^circ/2` full depth involute tooth
  2.    `20^circ ` full depth involute tooth
  3.    ` 20^circ` involute stub tooth
  4.    `14 1 ^circ/2` stub tooth
 Discuss Question
Answer: Option A. -> `14 1 ^circ/2` full depth involute tooth


Question 849.
The bearing characteristic number is given by (where p = Bearing pressure on the projected bearing area, Z = Absolute viscosity of the lubricant, and N = Speed of the journal)
  1.    `(PZ)/(N)`
  2.    `(PN)/(Z)`
  3.    `(P)/(ZN)`
  4.    `(VN)/(P)`
 Discuss Question
Answer: Option D. -> `(VN)/(P)`


Question 850.

According to maximum normal stress theory, the maximum normal stress in the shaft is


  1.    `1/2 sqrt(sigma^2 + 4T^2)`
  2.    ` sqrt(sigma^2 + 4T^2)`
  3.    `1/2 [sigma + sqrt(sigma^2 + 4T^2)]`
  4.    `sigma + sqrt(sigma^2 + 4T^2)`
 Discuss Question
Answer: Option C. -> `1/2 [sigma + sqrt(sigma^2 + 4T^2)]`


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