Longitudinal Vehicle Dynamics Part 2 Flashcards
1) Definition of braking ratio:
a. Braking ratio between ideal and real;
b. Ratio between braking torque and braking force;
c. Ratio between ideal braking torque and ideal braking force.
b. Ratio between braking torque and braking force;
2) The ideal braking curve depends:
a. On the mass;
b. On the center of gravity position;
c. Both.
c. Both.
3) The ideal braking curve is:
a. A straight line;
b. A parabola;
c. A logarithmic curve.
b. A parabola;
4) To calculate the deceleration in braking in four wheels (equilibrium wheel ground) it must be considered:
a. Total vehicle mass;
b. Apparent translating mass;
c. An intermediate value between them.
a. Total vehicle mass;
5) For the dimensioning of the braking system of a heavy vehicle which of the following conditions is usually most critical?
a. The downhill driving;
b. The mixed route of a mountain;
c. Frequent acceleration and deceleration.
a. The downhill driving;
6) Which condition is worse for a light vehicle in braking?
a. In downhill;
b. In mixed route in braking;
c. Frequent acceleration and deceleration.
c. Frequent acceleration and deceleration.
7) When the braking torques are such to block all the wheels, the braking is:
a. In ideal conditions;
b. In real conditions, depending on the type of the system;
c. If the proportioning valve is adequately designed, in ideal conditions.
a. In ideal conditions;
8) If μxf=μxr the braking is:
a. Always in ideal conditions;
b. In real conditions;
c. In ideal conditions with the proportioning valve.
a. Always in ideal conditions;
9) If in braking μ xf >μxr :
a. The vehicle is oversteering ;
b. There is no influence over the handling if both μ x are lower than the maximum adherence; c. The vehicle is understeering.
The vehicle is understeering.
10) { ́z}=[ A] .{z}+[ B] .{u} how are called the matrices [A] and [B]?
a. [A] dynamic matrix, [B] input gain matrix;
b. [A] dynamic matrix, [B] output gain matrix;
c. [A] input gain matrix, [B] dynamic matrix.
a. [A] dynamic matrix, [B] input gain matrix;
11) At locked control, the variables are:
a. β, r and δ;
b. β, r and δ = const.;
c. β, r and δ = input.
c. β, r and δ = input.
12) In order to make kinematic steering possible:
a. The normal at the medium planes of the steering wheels must converge;
b. The normal at the medium planes of all the wheels must converge to a point;
c. The normal at the medium planes of all the wheels must converge to a point over the y axis.
b. The normal at the medium planes of all the wheels must converge to a point;
13) Which influence has (C Mz)β over the stability of the vehicle and its critical speed? a. If it’s > 0 the critical speed decreases, making the vehicle instable; if its < 0 do not appear any critical speed, and the vehicle is stable;
b. If it’s < 0 the critical speed decreases, making the vehicle instable; if its > 0 do not appear any critical speed, and the vehicle is stable;
c. If it’s = 0 do not appear any critical speed, and the vehicle is stable.
b. If it’s < 0 the critical speed decreases, making the vehicle instable; if its > 0 do not appear any critical speed, and the vehicle is stable;
14) By what is it more influenced the directional behavior?
a. By the adherence;
b. By the rigidity of the driving axle;
c. By the rigidity of the driven axle.
a. By the adherence;
15) Definition of neutral vehicle:
a. l=Rδ ,1l=1Rδ
b. R=lδ, 1R=1lδ
c.l=Rδ , δ=Rl
a. l=Rδ ,1l=1Rδ
16) The sideslip angles of a neutral vehicle:
a. Are equal to the kinematic ones;
b. Are equal for rear and front axles;
c. Are different for rear and front axles.
b. Are equal for rear and front axles;
17) Equal sideslip angles for two axle vehicles determine incompatibility with the linearization? a. Yes;
b. No;
c. No, only for kinematic steering in which α1=α2=0.
c. No, only for kinematic steering in which α1=α2=0.
18) The linearized models for the study of the directional behavior are valid for driving conditions in which (n.b. for small angles it’s understood angles in which the trigonometric functions are linearized):
a. All the angles are small;
b. The angles are in general not small;
c. The angles are small, but the sideslip angles are such that they do not prevent the linearization of the drifting forces.
a. All the angles are small;
19) The semi-linearized models allow:
a. Only the numeric integration of the equations of motion;
b. The study of the stability in general;
c. To obtaining general solutions for the response to the command of the steering.
a. Only the numeric integration of the equations of motion;
20) The limit case of the kinematic steering is valid as:
a. The smaller is the speed;
b. The bigger is the curve radius;
c. For neutral vehicles.
a. The smaller is the speed;