Forces Wheel and Road Flashcards

1
Q

μy is, in absence of spoilers and high adherence tires:

a. 0.2 – 0.4;
b. 0.5 – 0.7;
c. 0.7 – 1.0.

A

b. 0.5 – 0.7;

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2
Q

At high sideslip angles, the self-alignment torque is:
a. Still increasing with the sideslip angle, but less than for small sideslip angles;
b. Decreasing with increasing the sideslip angle, but can never invert its sign;
c. Decreasing with increasing the sideslip angle and after a certain point it changes sign.

A

c. Decreasing with increasing the sideslip angle and after a certain point it changes sign.

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3
Q

3) Which effect has the wear for a conventional tire?
a. Decreases the rolling coefficient and increases its critical speed;
b. Increases the rolling coefficient and decreases the critical speed;
c. Increase both the rolling coefficient and the critical speed of the tire.

A

a. Decreases the rolling coefficient and increases its critical speed;

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4
Q

4) Of what does it depend the total adherence coefficient μ=T/Z ?
a. Depends only on the direction of, T;
b. Has a high dependence on the normal load, Z;
c. It depends on the direction of the resultant force, T, and a little bit of the normal load, Z.

A

c. It depends on the direction of the resultant force, T, and a little bit of the normal load, Z.

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5
Q

5) The direction of the drift forces:
a. Along x;
b. Along y;
c. Along the direction of v.

A

b. Along y;

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6
Q

6) The resonance frequencies of a conventional and a radial tire:
a. 120 Hz (radial), 80 - 100 Hz (conventional);
b. 80 -100 Hz (radial), 120 Hz (conventional);
c. 60 - 80 Hz (radial), 140 Hz (conventional)

A

b. 80 -100 Hz (radial), 120 Hz (conventional);

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7
Q

7) The rolling coefficient employs adherence
a. Only for the driving wheels;
b. Only for the driven wheels;
c. For both.

A

b. Only for the driven wheels;

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8
Q

The concept of drift angle is valid:
a. Always;
b. Only for rotations around an equilibrium point (symmetry);
c. Only for small rotations around a single point.

A

b. Only for rotations around an equilibrium point (symmetry);

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9
Q

9) The Gough diagram represents:
a. Na as a function of α;
b. α as a function of Na;
c. Na parameterized with α and Z (Na would be Fy and Z would be Fz ).

A

c. Na parameterized with α and Z (Na would be Fy and Z would be Fz ).

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10
Q

10) The Pacejka model serves to express:
a. The longitudinal and lateral forces, and the self-alignment torque as function of the normal
load, of the longitudinal slip, of the sideslip angles and of the wheel camber;
b. The longitudinal and lateral forces as functions of the normal load, of the drift and of the
temperature;
c. The longitudinal and lateral forces and the self-alignment torque as functions of the normal
load, of the drift and of the sideslip angle, but it don’t take into account the camber angle.

A

a. The longitudinal and lateral forces, and the self-alignment torque as function of the normal
load, of the longitudinal slip, of the sideslip angles and of the wheel camber;

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11
Q

11) The rolling radius increases with increasing the vehicle speed:
a. False;
b. True, for radial tires;
c. True, for conventional tires.

A

c. True, for conventional tires.

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12
Q

12) The rolling radius of a tire in pure rolling is:
a. Equal to its unloaded radius;
b. Equal to the radius under load;
c. Intermediate.

A

c. Intermediate.

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13
Q

13) The rolling radius of a braking wheel is:
a. Lower than the radius under load;
b. Greater than the unloaded radius;
c. Intermediate.

A

b. Greater than the unloaded radius;

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14
Q

14) The rolling radius of a driving wheel is:
a. Smaller than the loaded radius;
b. Greater than the unloaded radius;
c. Intermediate.

A

a. Smaller than the loaded radius;

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15
Q

15) The adherence in slipping conditions is much lower than the maximum achievable adherence:
a. False;
b. Always true;
c. Always true, but specially at high speed and wet road.

A

c. Always true, but specially at high speed and wet road.

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16
Q

16) The longitudinal grip of a tire as a function of the slip:
a. Is always increasing;
b. At first increases;
c. At first increases and then decreases.

A

c. At first increases and then decreases.

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17
Q

17) The longitudinal adherence in slipping conditions is much lower than the one in motion conditions:
a. False;
b. Always true;
c. Always true, but specially at high speed and wet road.

A

c. Always true, but specially at high speed and wet road.

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18
Q

18) The lateral grip coefficient, µy:
a. Doesn’t depend on the vertical load, Z;
b. Increases with increasing the load, Z;
c. Decreases with increasing the load Z.

A

c. Decreases with increasing the load Z.

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19
Q

19) The transversal adherence of a tire as a function of the sideslip angle:
a. Is always increasing;
b. Is increasing and then constant;
c. Decreases with increasing the vertical load,
Z.

A

b. Is increasing and then constant;

20
Q

20) The sideslip force is applied:
a. Behind the contact patch’s center;
b. In front of the contact patch’s center;
c. At the contact patch’s center.

A

a. Behind the contact patch’s center;

21
Q

21) The resonance frequency of the first vibrational mode of a radial tire, with respect to the one of a
conventional tire, is:
a. Greater;
b. Approximately equal;
c. Lesser

A

c. Lesser.

22
Q

22) The rolling resistance test of a tire:
a. Doesn’t allow to get much reliable results because it can’t purge the inertia of the tire-road;
b. Doesn’t allow to get much reliable results because there is no thermal equilibrium;
c. Doesn’t allow getting much reliable results because it doesn’t consider the resistance of the
bearings of the wheels.

A

b. Doesn’t allow to get much reliable results because there is no thermal equilibrium;

23
Q

23) The rolling resistance of the driving wheels doesn’t employs adherence:
a. So, it is not counted on the energetic balance;
b. At the power needed for motion it is necessary to consider the rolling resistance of the driven
wheels;
c. The rolling resistance of the driving wheels is directly overcome by the applied driving torque.

A

c. The rolling resistance of the driving wheels is directly overcome by the applied driving torque.

24
Q

24) The rolling resistance, as the load increases (constant pressure):
a. Increases;
b. Reduces;
c. Remains substantially constant.

A

a. Increases;

25
Q

25) The rolling resistance as the temperature increases:
a. Increases;
b. Decreases;
c. Remains substantially constant.

A

b. Decreases;

26
Q

26) The rolling resistance increases if the inflating pressure:
a. Increases;
b. Decreases;
c. Remains constant.

A

b. Decreases;

27
Q

27) The rolling resistance is due mainly:
a. To the hysteresis;
b. To the drag of the contact patch;
c. To the vibrations.

A

a. To the hysteresis;

28
Q

28) The rolling resistance is preponderant with respect to the aerodynamic one:
a. At high speed;
b. At a tilted road;
c. At low speed.

A

c. At low speed.

29
Q

29) The cornering stiffness, for small sideslip angles, is:
a. Co√1−(
Y
Y MAX )
2
, which would be (
X
X MAX ) ;
b. Y ;
c. µy.

A

a. Co√1−(
Y
Y MAX )
2
, which would be (
X
X MAX ) ;

30
Q

30) The cornering stiffness is measured in:
a. N/m;
b. Nm/rad;
c. N/rad.

A

c. N/rad.

30
Q

30) The cornering stiffness31) The cornering stiffness:
a. Grows always with the increase of the normal load, Z;
b. First grows and then becomes constant with the load, Z;
c. Doesn’t depend on the load.
is measured in:
a. N/m;
b. Nm/rad;
c. N/rad.

A

b. First grows and then becomes constant with the load, Z;

30
Q

32) The critical speed of a tire is due to:
a. The unsaturation of the vibrations at the coverage;
b. The tire’s overheating;
c. The pressure variations.

A

a. The unsaturation of the vibrations at the coverage;

31
Q

33) The critical speed of a tire is the one at which:
a. The tire loses its capacity of generating motor or braking forces;
b. The rolling resistance has a rapid growth;
c. The tire loses its capacity of generating longitudinal and transversal forces.

A

b. The rolling resistance has a rapid growth;

32
Q

34) The slipping velocity v of the wheel is:
a. Different from zero if the wheel is slipping;
b. Always different from zero;
c. In general, different from zero if there are longitudinal forces.

A

c. In general, different from zero if there are longitudinal forces.

32
Q

35) The grooves improve the adherence:
a. Always;
b. Only on wet road;
c. Never, their presence is only useful in the presence of dynamic effects of the tire.34) The slipping velocity v of the wheel is:
a. Different from zero if the wheel is slipping;
b. Always different from zero;
c. In general, different from zero if there are longitudinal forces.

A

b. Only on wet road;.

33
Q

36) At the Gough diagram there are represented:
a. The drifting force as function of the sideslip angle (parameterizing the load);
b. The self-alignment torque as function of the sideslip angle (parameterizing the load);
c. The drifting force as function of the self-alignment torque (parameterizing the load and α).

A

c. The drifting force as function of the self-alignment torque (parameterizing the load and α).c. In general, different from zero if there are longitudinal forces.

34
Q

37) At the force-deformation test for tires, executed over concave and convex surfaces, which differences
there are between the two?
a. The registered values over the concave are about 20% greater with respect to the one over
convex surfaces;
b. The registered values over the convex are about 20% greater with respect to the one over
concave surfaces;
c. There are no differences between the two tests.

A

a. The registered values over the concave are about 20% greater with respect to the one over
convex surfaces;

34
Q

38) The order of magnitude of the rolling coefficient:
a. 0.013;
b. 0.001;
c. 0.0001.

A

a. 0.013;

34
Q

39) The order of magnitude of f
at low speed, at good condition tarmac track:
a. 0.0001;
b. 0.001;
c. 0.01.

A

c. 0.01.

35
Q

40) For small sideslip angles, the cornering stiffness C of the tires depends on:
a. The longitudinal slip, σ;
b. The sideslip angle, α;
c. Both.

A

c. Both.

36
Q

41) For small sideslip angles, in a first approximation, the cornering stiffness is:
a. C=Co√
1−(
X
Z.μxMAX )
2
;
b. C=Co√1−(
Y
Z.μxMAX )
2
;
c. C=Co√
1−(
X
Z.μx )
2
.

A

a. C=Co√
1−(
X
Z.μxMAX )
2
;

37
Q

42) When is the slipping velocity of the tire equal to zero?
a. In general, when there are no longitudinal forces;
b. When there are no forces applied on the tire;
c. When the tire is rolling over a very slippery surface (rotation without translation).

A

a. In general, when there are no longitudinal forces;

38
Q

43) If α is different from zero, where is it measured the rolling resistance?
a. Along x direction;
b. Along y direction;
c. Along the direction of the velocity.

A

c. Along the direction of the velocity.

39
Q

44) If the wheel doesn’t exert any longitudinal forces:
a. Theτ x
are not null, but their resultant is null;
b. The τ x
are not null, and their resultant is not null;
c. The τ x
are null.

A

a. Theτ x
are not null, but their resultant is null;

40
Q

45) A tire works in rapidly changing load conditions over time. The drifting force that it is able to generate
is:
a. Lower than the one exercisable at constant load;
b. Equal to the one exercisable at constant load;
c. Greater than the one exercisable at constant load.

A

a. Lower than the one exercisable at constant load;

41
Q

46) A tire is exerting longitudinal forces X and transversal Y. the total adherence:
a. Is independent of the resultant;
b. Depends on the direction of the resultant;
c. Doesn’t depend on the load Z.

A

b. Depends on the direction of the resultant;