The femur bone in a human leg has a minimum effective cross section of 3.25 cm2.3.25 cm2. How much compressive force can it withstand before breaking? Assume the ultimate strength of the bone to be 1.70×108 N/m2.
The femur bone in a human leg has a minimum effective cross section of 3.25 cm2.3.25...
The femur bone in the human leg has a minimum effective cross section of about 3.0 cm^2 (3.0 times 10^-4 m2). Compressive strength for bone is 170 times 10^6 N/m^2. Part A How much compressive force can it withstand before breaking?
Assume that Young's Modulus for bone is 1.50 ✕ 1010 N/m2 and that the bone will fracture if more than 1.50 ✕ 108 N/m2 is exerted. (a) What is the maximum force that can be exerted on the femur bone in the leg if it has a minimum effective diameter of 2.70 cm? (b) If a force of this magnitude is applied compressively, by how much does the 28.0 cm long bone shorten?
QUESTION 4 a) The human femur bone breaks if compressive stress greater than 1.50 * 10 N/m2 is imposed on it. Assuming the Young's modulus for bone is 1.50 * 1010 N/m2, determine 1) the maximum force that can be exerted on the femur bone in the leg if it has a cross-sectional area of 4.90 x 10-4 m2 by how much does a 0.400 m long bone shorten if this maximum force is applied compressively to the bone. (6...
While unrealistic, we will examine the forces on a leg when one falls from a height by approximating the leg as a uniform cylinder of bone with a diameter of 2.3 cm and ignoring any shear forces. Human bone can be compressed with approximately 1.7 × 108 N/m2 before breaking. A man with a mass of 70 kg falls from a height of 7 m. Assume his acceleration once he hits the ground is constant. For these calculations, g =...
By what amount does the 52-cm-long femur of an 73 kg runner compress at this moment? The cross-section area of the bone of the femur can be taken as 5.2×10?4m2 and its Young's modulus is 1.6×1010N/m2.
The shaft of the tibia is subjected to compressive forces. The length of the tibia shaft is 0.30 m and the cross-sectional area of cortical bone in the shaft is 0.0002 m2. If the ultimate strength of cortical bone is 200 x 10^6 N/m2 and if the elastic modulus of the shaft of the tibia is 2 x 10^10 N/m2, what is the maximum compressive force (in N) that can be applied to the tibia shaft before compressive failure? Now...
Depending on how you fall, you can break a bone easily. The severity of the break depends on how much energy the bone absorbs in the accident, and to evaluate this let us treat the bone as an ideal spring. The maximum applied force of compression that one man’s thighbone can endure without breaking is 6.9 x104 N. The minimum effective cross-sectional area of the bone is 5 x10-4 m2, its length is 0.57 m, and Young’s modulus is Y=9.4x109...
Depending on how you fall, you can break a bone easily. The severity of the break depends on how much energy the bone absorbs in the accident, and to evaluate this let us treat the bone as an ideal spring. The maximum applied force of compression that one man's thighbone can endure without breaking is 7.50 104 N. The minimum effective cross-sectional area of the bone is 3.90 10-4 m2, its length is 0.59 m, and Young's modulus is Y...
can you solve this please ? Due to its highly mechanical function, there is a tendency for people to think of bone as being inert or less biologically active than the soft tissues of the body. In fact, bone is a highly dynamic tissue that is constantly in a state of remodeling. Bone adapts its structure in response to the loads that it experiences, as described by Wolffs law. Remodeling of bone microstructure is a cell- driven process that occurs...
How much does the femur shorten when a 70-kg person stands on one foot? Assume that in the absence of stress, the femur has a length of 0.5 m. The femur’s cross-sectional area can be modeled as a hollow circular tube with internal diameter d1 = 2.5 cm and external diameter d2 = 3.3 cm. Young’s modulus for bone compression is 9 × 109 N/m2.