Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- Calculate a diameter, d, to ensure that yield does not occur in the 1045 carbon steel (Yield stress = 310 MPa) under 220kN tensile load. Use a factor of safety of 5.arrow_forwardA steel bar which is 457 mm long is repeatedly loaded with 4500 kg in successive tension and compression cycles . Calculate the minimum diameter of the bar which will never fail by fatigue. Given yield point=300 MPa, UTS= 400 MPa , fatigue limit = 306 MPaand Elastic Modulus = 210 GPaarrow_forwardFor a 1040 steel solid square bar, determine the endurance limit or Se based on the following information describing the loading condition, reliability factor, etc.arrow_forward
- The total load for a canopy overhang is 105,340# and the load is equally distributed to five steel rod ties. The sample steel rod tested has tensile strength of 20,000psi. A selection of steel rods (same material as the tested sample) is available in different sizes shown below. Select the rod size that best fits this application? (SA = Surface Area) (f= P/A) (LO4) O 1" (SA= 0.79 sq in) 3/4" (SA=0.44 sq in) O½" (SA= 0.20 sq in) O 1¼" (SA= 1.22 sq in) O 1½ (SA= 1.76 sq in)arrow_forwardA tensile-testing apparatus is to be constructed that must withstand a maximum load of 293516 N. The design calls for two cylindrical support posts, each of which is to support half of the maximum load. Furthermore, plain-carbon(1045) steel ground and polished shafting rounds are to be used; the minimum yield and tensile strengths of this alloy are 343 MPa and 565 MPa(82,000 psi), respectively. Specify a suitable diameter in mm for these support posts. Assume safety level is 2.3. Round your answer to 2 significant figures.arrow_forwardMECH.ENG. DESIGN 1 PART 2arrow_forward
- Solve pleasearrow_forwardPlease do it typed not handwriting. Make sure the answer is correct Don't copy from any other online answers pleasearrow_forwardRequired information Given a bar made of brittle material, properties of Sut= 30 kpsi and Suc = 90 kpsi and with stresses of Ox= -15 kpsi, Oy= 10 kpsi, and Txy=-15 kpsi. For the given state of plane stress, determine the factor of safety using the Coulomb-Mohr theory. The factor of safety isarrow_forward
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