Steel Design (Activate Learning with these NEW titles from Engineering!)
6th Edition
ISBN: 9781337094740
Author: Segui, William T.
Publisher: Cengage Learning
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Chapter 10, Problem 10.4.2P
To determine
Nominal flexural strength of the given welded shape.
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UPVOTE WILL BE GIVEN. Please write the complete solutions legibly. Answer in 3 Decimal Places. Box the final answer.
The truss is loaded with service loads (Dead load and Wind Load) as shown in the figure. Members DE is welded to a 10 mm thick gusset plate using maximum size of fillet weld and E70 electrodes (FEXX=485 MPa) also shown in the figure. All steel is A36 (Fy= 250 MPa and Fu = 400MPa). Use LRFD and the Metric Sizes Tables for Angles in the ASEP Steel Handbook.
a. Determine the axial tensile force in member DE in kN.
Please kindly give me a,b,c and d answers..help me. Urgent Thank you
Determine the nominal flexural strength of the following welded shape: The flanges are 3 inches x 22 inches, the web is 1⁄2 inch x 70 inches, and the member is simply supported, uniformly loaded, and has continuous lateral support. A572 Grade 50 steel is used.
Chapter 10 Solutions
Steel Design (Activate Learning with these NEW titles from Engineering!)
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- Pls write the complete solution cleanlyarrow_forwardOne plate of size 100 mm x 12 mm is lap joined to another plate of size 200 mm x 12 mm by fillet weld of size 10 mm. Lap length is 100 mm. Fillet weld is provided on all the three sides of the smaller plate. Determine the maximum axial tension the joint could carry. Assume the plates are of mild steel of grade 250 N/mm?.arrow_forwardA double-row butt joint is used as a connection. It is made up of two 210mm by 12mm cover plates and 210 mm by 20 mm main plate. The plates are to be connected by 22 mm diameter rivets. The allowable stresses are 65 MPa for shear, 83 MPa for tension, and 135 MPa for bearing. Assume that each hole is 3 mm larger than the rivet diameter. Calculate the largest value for P that can be applied without exceeding the allowable stress for tension. o a. 418.3 kN b. 330.8 kN c. 348.6 kN (Ctrl) o d. 265.6 kN Pearrow_forward
- An equal angle of area A has been welded on one side of gusset plate and carries tension along the axis. What is the effective area of the angle?arrow_forwardA. A truss member is made with a pair of 4"x 3" x 3/8" angles with the long legs back to back. The angles are 36 ksi steel and are attached at the connection by a 3/8 in. plate running between the angles. The unbraced length is 12 feet and consider both ends fixed. What is the allowable axial load in compression? In tension? How does the compression capacity change if I connect them with a %" plate in between? Does it change tension capacity? (a) 12 C. A 28 foot column is braced top and bottom about the X-X axis and has K bracing as shown on the Y-Y axis only. It is built of A36 steel and is a W12 x 30 section. Can it support an axial load of 165 kips? State its actual capacity.arrow_forwardThe built-up girder below is comprised of four A572 Grade 50 plates welded together. Compute the section modulus (S), plastic modulus (Z₁), and shape factor (Z₁/S). Using Table B41.b of the Specification, determine whether the flanges and web are compact, noncompact, or slender. -PL 1" x 40" 10" CLEAR SPACING PL 1.5" x 20" TYParrow_forward
- 2) Find the axial stresses of menbers FD, GD, GE State if it is tensile or Compressive. 4M 3M A LE 3m G 20 RN Go KNarrow_forwardA flexural member is fabricated from two flanges plates 1/2" x 18" and a web plate 5/16" x 20". The yield stress of the steel is 36 ksi. a. Compute the elastic modulus and the yield moment with respect to major principal axis. b. Compute the plastic modulus and the plastic moment with respect to major principal axis.arrow_forwardDetermine the force of the members for the space truss shown in the figure. Joints A and B are supported by ball-and-socket while Joint C is supported by short link along z-axis. Indicate whether member is tension (T) or compression (C). 2m y Sm Az By BX Bz PAR Ax CSXScanned with Ca canner a SISU KN 15m 1 2117arrow_forward
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