Plants grow in the direction of available light. This growth is called ____, or bending toward the light
a. phototropism c. light growth
b. photosynthesis d. sun reaction
A
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Problem 1.C6
Member ABC is supported by a pin and bracket at A, and by two links that are pin-connected to the member at B and to a fixed sup¬port at D. (a) Write a computer program to calculate the allowable load Pall for any given values of (i) the diameter d1 of the pin at A, (ii) the common diameter d2 of the pins at B and D, (iii) the ultimate normal stress ?U in each of the two links, (iv) the ultimate shearing stress ?U in each of the three pins, and (v) the desired overall factor of safety F.S. (b) Your program should also indicate which of the following three stresses is critical: the normal stress in the links, the shearing stress in the pin at A, or the shearing stress in the pins at B and D. (c) Check your program by using the data of Probs. 1.55 and 1.56, respectively, and comparing the answers obtained for Pall with those given in the text. (d) Use your program to determine the allowable load Pall, as well as which of the stresses is critical, when d1 = d2 = 15 mm, ?U = 110 MPa for aluminum links, ?U = 100 MPa for steel pins, and F.S. = 3.2.
Problem 1.56
In an alternative design for the structure of Prob. 1.55, a pin of 10-mm diameter is to be used at A. Assuming that all other specifi¬cations remain unchanged, determine the allowable load P if an over¬all factor of safety of 3.0 is desired.
Problem 1.55
In the structure shown, an 8-mm-diameter pin is used at A, and 12-mm-diameter pins are used at B and D. Knowing that the ultimate shearing stress is 100 MPa at all connections and that the ultimate normal stress is 250 MPa in each of the two links joining B and D, determine the allowable load P if an overall factor of safety of 3.0 is desired.
