Solve the beam and dimension the cross-section of the rod, \( k_g = 160 MPa \).
Solve the beam and dimension the cross-section of the rod, \( k_c= 160 MPa, k_r=120 Mpa \).
Calculate the normal stresses in the beam loaded as shown in the figure.
Solve the beam and dimension the cross-section of the rod. Kg = 200 MPa.
Solve the beam and dimension the cross-section of the rod. Kr=Kc= 180 MPa.
Solve the beam and dimension the cross-section of the rod. Kg= 160 MPa
Calculate a from the safety condition, if kr=120MPa, kc=160MPa
Solve the beam and dimension the cross-section of the rod. Kg= 180 MPa.
Solve the frame and dimension the cross-section of the rod. Kg= 160 MPa
Solve the beam and draw the normal stress diagram.
Solve the beam and dimension the rod section. Kg = 200 MPa.
Solve the beam and measure the cross-section of the rod. Data: \(k_r=120 MPa, k_c=80 MPa\)
Calculate the load capacity (allowable value \(q\)) for the given beam, assuming allowable stresses \(R = 160\,\text{MPa}\).
