A. Time lag between loading and unloading
B. Time lag between applied force and resultant deformation
C. Energy stored in the material during deformation
D. Energy dissipated from the material during deformation
Which of the following statement(s) is/are true about collagens?
A. Molecules (tropocollagen) are linked with adjacent molecules via hydrogen bond
B. Triple helical structure
C. It accounts for ~25-30% of all protein in the body
D. A and C
E. B and C
The problem associated with the modeling of material viscoelastic behavior using Maxwell elements alone is that the material would seem to
A. Exhibit no stress relaxation in response to a step strain input
B. Exhibit no creep in response to a step stress input
C. Exhibit infinite creep in response to a step stress input
D. None of the choice is correct
The problem associated with modeling of material viscoelastic behavior using Kelvin-Voigt elements alone is that the material would seem to
A. Exhibit no stress relaxation in response to a step strain input
B. Exhibit no creep in response to a step stress input
C. Exhibit infinite creep in response to a step stress input
D. None of the choice is correct
A material is said to exhibit viscoelastic behavior when it exhibits
A. Loading and unloading curves during tensile testing that coincide with each other
B. An increase in strain under constant stress
C. Both A and B
D. Neither A nor B
In the gait cycle, the hip flexors (e.g. rectus femoris) produce a burst of hip power generation that
A. assists in producing knee flexion in late swing
B. assists in producing knee flexion in early swing
C. accelerates the associated lower limb into swing
D. A and C
E. B and C
In quantitative gait analysis, challenges in subject calibration (relating markers attached on body to underlying anatomical coordinate systems) arise because of the subjects'
A. Attention deficit hyperactivity disorder
B. Obesity
C. Cerebral palsy
D. None of the above
For the question above, the corresponding bending moment diagram would look like
{A cantilever beam is supporting a load as shown in the figure on the right {Point load at x=L}. The corresponding shear force diagram would look like: Constant, positive}
A. Linear, positive, decreasing
B. Parabolic, negative, increasing
C. Linear, negative, increasing
D. Constant, positive
For the question above, the corresponding bending moment diagram would look like:
{A cantilever beam is supporting a uniformly distributed loss as shown in the figure on the right. The corresponding shear force diagram would look like: Linear, positive, decreasing}
A. Linear, positive, decreasing
B. Parabolic, negative, increasing
C. Linear, negative, increasing
D. Constant, positive
A cantilever beam is supporting a uniformly distributed loss as shown in the figure on the right. The corresponding shear force diagram would look like:
A. Linear, positive, decreasing
B. Parabolic, negative, increasing
C. Linear, negative, increasing
D. Constant, positive
{Suppose that a beam is subjected to bending and the bending moment is given by M_z = [(-q_ox^3)/(6L)], the corresponding shear force is: V = [(-q_ox^2)/(2L)]}
For the results obtained from the question above, the corresponding load is: q = (q_o*x)/L}
A. Downward triangular distribution decreasing left to right
B. Downward triangular distribution increasing left to right
C. Upward triangular distribution decreasing left to right
D. Upward triangular distribution increasing left to right
According to the positive sign convention used in your text, the bending moments are:
A. Positive and constant throughout
B. Positive on the left-hand side and negative on the right-hand side
C. Negative on the left-had side and positive on the right-hand side
D. None of the choices is correct
According to the positive sign convention used in your text, the shear forces are:
A. Positive and constant throughout
B. Positive on the left-hand side and negative on the right-hand side
C. Negative on the left-had side and positive on the right-hand side
D. None of the choices is correct
The term "Stress shielding" refers to a condition when the implanted device is too rigid and carries too much of the stress, which can result in ________________ of bone.
Under pure torsion (normal stresses in the z- and theta- directions are zero), the principal stresses and the angle alpha_p (with respect to z-theta coordinates) are:
A. s_1,2 = ±s_ztheta = ±Tr/J and alpha_p = 0
B. s_1,2 = ±s_ztheta = ±Tr/J and alpha_p = pi/2
C. s_1,2 = 0 and alpha_p = pi/2
D. s_1,2 = ±s_ztheta = ±Tr/J and alpha_p = pi/4
A. Change in angle of coordinates between x and x' (e_xy = alpha)
B. Change in length in the x-direction divided by the original length in y-direction (e_xy = delta_x/y)
C. Average change in the angle of distortion on the xy-plane (e_xy = 1/2(gamma))
D. None of the above
When trabecular bone is under compression, trabeculae (small strut-like structure) break gradually and fill the pores in-between. This phenomenon makes the stress-strain curve exhibit
A. Rise in the beginning
B. Region of constant stress over a wide range of strain
C. Rise in the end
D. B and C
E. A, B and C
In the case for "There is no relative motion between the bone and prosthesis and the Young's modulus is greater for the prosthesis." The assumption used is called
A. Displacement ambiguity
B. Displacement admissibility
C. Displacement compatibility
D. Displacement gradients
The correct reason behind the answer "A. Stress is greater in prosthesis than in bone, but strain is the same in both." is that
A. There is a relative motion between the bone and prosthesis and the Young's modulus is greater for the bone.
B. There is no relative motion between the bone and prosthesis and the Young's modulus is greater for the bone.
C. There is a relative motion between the bone and prosthesis and the Young's modulus us greater for the prosthesis
D. There is no relative motion between the bone and prosthesis and the Young's modulus is greater for the prosthesis.
The figure (a) above shows a metal hip prosthesis that replaced a damaged femoral head. When this hip is subjected to loading with force, f,
A. Stress is greater in prosthesis than in bone, but strain is the same in both.
B. Stress is greater in bone than in prosthesis, and strain is also greater in bone than in prosthesis.
C. Stress is the same in both bone and prosthesis, and strain is also the same in both.
D. Stress is the same in both the bone and prosthesis, but strain is greater in bone than in prosthesis.
A material s said to exhibit non-homogenous behavior if it depends on
A. the orientation of the material during testing
B. the position within the material
C. the loading rate (how fast/slow the force is applied to the material).
D. A and B
E. A, B and C
A. the length of the specimen is the same before and after a cycle of loading and unloading.
B. The strain response to a stress input is instantaneous
C. the material dissipates energy as it deforms
D. A and B
E. A, B and C
When subjected to planar, equibiaxial, tensile forces (same magnitude in two orthogonal directions) a cartilage tissue with dominant collagen fiber orientation in one direction will exhibit
A. Equal extension in both directions
B. Equal contraction in both directions
C. Greater extension in cross-fiber direction
D. Greater extension in fiber direction
If the stress-strain curve of another material was plotted on the same graph and the peak appeared farther away from the y-axis than the one above, that would mean the material is:
A. Softer
B. Stiffer
C. More elastic
D. More compliant
Strain gauges allow strain measurements because as the material of interest experiences deformation and the wires inside the strain gauge are stretched, the electrical conductance (increase / decrease).
Based on the displacement vector u(u_x, u_y) given in #6, {u_x = (a-1)X + 2bY and u_y = 2(a-1)X+bY where a = 1.001 and b = 0.002} linearized strains are e_XY = 1/2(dux/dy + duy/dx)
When the components of a displacement vector u (u_x, u_y), is given by u_x = (a-1)X + 2bY and u_y = 2(a-1)X+bY where a = 1.001 and b = 0.002 through this displacement, the original point X(X,Y) = X(1,1) will move to a new location x(x,y) =
A. x(1.004, 1.002)
B. x(1.004, 1.002)
C. x(1.005, 1.004)
D. x(1.005, 1.002)
A displacement vector, u (ux,uy), is used to track the motion of a particle and quantifies the difference between two points in space, the current position (denoted by position vector x) and the original position (denoted by the position vector X). The relationship between the two position vectors is then
A. u = x - X
B. u = X - x
C. u = x + X
D. u = x * X
Which of the following is true if three strain gauges are separated by 40º from each other and oriented at 0º, 45º, and 90º with x-axis in 0º direction?
A. e'_0º = e_xx
B. e'_45º = e_yy
C. e_90º = e_xy
D. A and B
E. A and C
Most bone tissues exhibit _______________ under physiological loading and can be analyzed using __________________.
A. Small deformation, Exact measures of strain
B. Large deformation, Exact measures of strain
C. Small deformation, Linearized strain
D. Large deformation, Linearized strain
The modern concept of stress defined in the 19th century states that stress is a measure of a force acting over an oriented area. Thus, it carries information about two directions (of area and of force), which means that mathematically stress is a
In an image showing the anterior view of the right forearm in pronation (palm is hidden from the view), radius and ulna are:
A. Crossed with each other and radius on top
B. Crossed with each other and ulna on top
C. Parallel with each other and radius on right
D. Parallel with each other and radius on left
In an image showing the posterior view of the left forearm in supination (palm is hidden from the view), radius and ulna are:
A. Crossed with each other and radius on top
B. Crossed with each other and ulna on top
C. Parallel with each other and radius on right
D. Parallel with each other and radius on left
Figure 2 above shows the state of 2-D stress at a point, p, computed in reference to two different coordinate systems (x-y and x'-y'). As angle alpha between the two coordinate systems increases, the value of sigma'_xx + sigma'_yy
A. Increases compared to sigma_xx + sigma_yy
B. Decreases compared to sigma_xx + sigma_yy
C. Stays the same as sigma_xx + sigma_yy
D. Changes, but it is not a function of alpha
A. weight divided by height
B. weight divided by the square of height
C. weight multiplied by the square of height
D. the square of weight divided by height
Your grade for BIOE 3200 will be calculated based on
A. Quiz, paper, oral presentation, final exam
B. Quiz, homework, paper, oral presentation
C. Quiz, paper, homework, final exam
D. Quiz, attendance, oral presentation, homework
When a dwarf person lifts a dumbbell (performs arm curl), assuming that the weight of the dumbbell is the same and weight of the arm itself proportional to his/her size,
A. He/she uses more energy than an average-size person to do the same work.
B. He/she ends up doing less work than an average size person.
C. Both of the statements are true.
D. Neither of the statements is true.