Podcast
Questions and Answers
What does the mathematical expression $\overrightarrow{M} = \frac{d\overrightarrow{L}}{dt}, M_z = J_z\frac{d\omega}{dt} = J_z\epsilon$ define?
What does the mathematical expression $\overrightarrow{M} = \frac{d\overrightarrow{L}}{dt}, M_z = J_z\frac{d\omega}{dt} = J_z\epsilon$ define?
- Moment of the force relative to a fixed point
- Steiner theorem
- Equation of moments; fundamental law of dynamics of rotational motion for a rigid body about a fixed axis (correct)
- Law of conservation of angular momentum for a closed system
Which quantity is determined by the formula $p = \sum_{i=1}^{n} p_i$?
Which quantity is determined by the formula $p = \sum_{i=1}^{n} p_i$?
- Maxwell's law
- Amaga's law for ideal gases
- Dalton's law (correct)
- Barometric formula
How can an external force act on a liquid?
How can an external force act on a liquid?
- Attraction, pressure
- Surface, volume (correct)
- Inert, superficial
- Hydraulic, atmospheric
What is hydraulics?
What is hydraulics?
Dynamic pressure is determined by what expression?
Dynamic pressure is determined by what expression?
What does the Reynolds number determine?
What does the Reynolds number determine?
The Reynolds number is inversely proportional to the speed of the liquid.
The Reynolds number is inversely proportional to the speed of the liquid.
Determine the moment of inertia of a car of mass 1000 kg when it moves at 36 km/h on a straight section of the road.
Determine the moment of inertia of a car of mass 1000 kg when it moves at 36 km/h on a straight section of the road.
What quantity is analogous to mass in the equation of the dynamics of rotational motion?
What quantity is analogous to mass in the equation of the dynamics of rotational motion?
What is meant by flow?
What is meant by flow?
What is liquid flood?
What is liquid flood?
What is the kinetic energy of a body rotating and moving forward in a plane at the same time?
What is the kinetic energy of a body rotating and moving forward in a plane at the same time?
If we increase the moment of inertia and the object's angular velocity by a factor of 2, how does the impulse-momentum of the object change?
If we increase the moment of inertia and the object's angular velocity by a factor of 2, how does the impulse-momentum of the object change?
Which statement is true regarding the relationship between the moment of inertia of a disk ($I_d$) and a cylinder ($I_s$) with the same mass and radius?
Which statement is true regarding the relationship between the moment of inertia of a disk ($I_d$) and a cylinder ($I_s$) with the same mass and radius?
Which quantity is determined by the formula $T = \frac{1}{2} I_c \omega^2 + \frac{1}{2} m v_c^2$?
Which quantity is determined by the formula $T = \frac{1}{2} I_c \omega^2 + \frac{1}{2} m v_c^2$?
What characterizes the laminar flow of liquid?
What characterizes the laminar flow of liquid?
What is the characteristic of the turbulent flow regime of liquid?
What is the characteristic of the turbulent flow regime of liquid?
Which physical quantity is a vector quantity?
Which physical quantity is a vector quantity?
What is the movement of raindrops towards the Earth?
What is the movement of raindrops towards the Earth?
The velocity and acceleration of an object at any given time form a right angle. How does this object move?
The velocity and acceleration of an object at any given time form a right angle. How does this object move?
If a force F acts on the rim of a wheel in a tangential direction and the wheel rotates in the direction of the 5-axis, what vector indicates the direction of its angular velocity?
If a force F acts on the rim of a wheel in a tangential direction and the wheel rotates in the direction of the 5-axis, what vector indicates the direction of its angular velocity?
What is the name of the vector drawn from the center of the coordinate system to any point?
What is the name of the vector drawn from the center of the coordinate system to any point?
The vector sum of all forces acting on the moving ball is zero. What is the trajectory of the ball according to the inertial calculation system?
The vector sum of all forces acting on the moving ball is zero. What is the trajectory of the ball according to the inertial calculation system?
The pedestrian covered half of the circle with a radius of 2 km in 1.5 hours. What is the displacement of the pedestrian during this time?
The pedestrian covered half of the circle with a radius of 2 km in 1.5 hours. What is the displacement of the pedestrian during this time?
The Newton's Laws are applicable in any non-inertial calculation systems
The Newton's Laws are applicable in any non-inertial calculation systems
What does the expression $\overrightarrow{F} = -gradE_p$ mean?
What does the expression $\overrightarrow{F} = -gradE_p$ mean?
What does the formula $A = \int_s F_s dS = \int_s F cos\alpha dS$ mean?
What does the formula $A = \int_s F_s dS = \int_s F cos\alpha dS$ mean?
If the gravitational pull of the Earth on your textbook is the action, what is the reaction according to Newton's third law?
If the gravitational pull of the Earth on your textbook is the action, what is the reaction according to Newton's third law?
Under the influence of a constant force of 5N in the tangential direction to a solid sphere with a radius of 1 cm, the sphere makes one complete revolution around its axis. Find the work done by this force.
Under the influence of a constant force of 5N in the tangential direction to a solid sphere with a radius of 1 cm, the sphere makes one complete revolution around its axis. Find the work done by this force.
The momentum of a material point changes according to the law $\overrightarrow{p} = 5t\overrightarrow{i} + 1.5t^2 \overrightarrow{j}$ (kg⋅m/sec). What is the modulus (in newtons) of the force acting on the material point in time t=4 seconds?
The momentum of a material point changes according to the law $\overrightarrow{p} = 5t\overrightarrow{i} + 1.5t^2 \overrightarrow{j}$ (kg⋅m/sec). What is the modulus (in newtons) of the force acting on the material point in time t=4 seconds?
The particle moved from point 1 with radius vector $\overrightarrow{r_1} = 2\overrightarrow{i} - 3\overrightarrow{j}$ to point 2 with radius vector $\overrightarrow{r_2} = 3\overrightarrow{i} + 2\overrightarrow{j}$ along a certain trajectory. It was affected by the force $\overrightarrow{F} = 3\overrightarrow{i} + 4\overrightarrow{j}$. What is the work done by this force?
The particle moved from point 1 with radius vector $\overrightarrow{r_1} = 2\overrightarrow{i} - 3\overrightarrow{j}$ to point 2 with radius vector $\overrightarrow{r_2} = 3\overrightarrow{i} + 2\overrightarrow{j}$ along a certain trajectory. It was affected by the force $\overrightarrow{F} = 3\overrightarrow{i} + 4\overrightarrow{j}$. What is the work done by this force?
What is the order of increasing acceleration for three uniform motions cases as shown in the picture?
What is the order of increasing acceleration for three uniform motions cases as shown in the picture?
During the harmonic dance, at the moment when the mathematical dancer's handle is maximally inclined from the vertical position, in which direction does the ball's acceleration go?
During the harmonic dance, at the moment when the mathematical dancer's handle is maximally inclined from the vertical position, in which direction does the ball's acceleration go?
The angular momentum of the disk decreases if the immediate loads approach the axis of rotation, even if the moment of force acting on the disk remains the same as before
The angular momentum of the disk decreases if the immediate loads approach the axis of rotation, even if the moment of force acting on the disk remains the same as before
Which of the formula is true if angular momentum of a rotating body varies according to the law $L-\alpha t^2$, where $\alpha$ is a definite positive constant. The time dependence of the moment of force acting on the object?
Which of the formula is true if angular momentum of a rotating body varies according to the law $L-\alpha t^2$, where $\alpha$ is a definite positive constant. The time dependence of the moment of force acting on the object?
What is the equation of uniform motion?
What is the equation of uniform motion?
Centrifugal acceleration is determined by what expression?
Centrifugal acceleration is determined by what expression?
How does the object move in this example: In any time period, the velocity and acceleration of the object form a right angle (modules of velocity and acceleration are constant)?
How does the object move in this example: In any time period, the velocity and acceleration of the object form a right angle (modules of velocity and acceleration are constant)?
What is the average velocity of the object during the period of motion based on the Vx(t) graph?
What is the average velocity of the object during the period of motion based on the Vx(t) graph?
The amplitude value of the velocity is - if the time dependence of the coordinate of the oscillating body occurs according to the law x=0.5cos(18t+4)..?
The amplitude value of the velocity is - if the time dependence of the coordinate of the oscillating body occurs according to the law x=0.5cos(18t+4)..?
The amplitude value of the acceleration is - if the time dependence of the coordinate of the oscillating body occurs according to the law x=0.5cos(4t+4)
The amplitude value of the acceleration is - if the time dependence of the coordinate of the oscillating body occurs according to the law x=0.5cos(4t+4)
Find the direction of frictional force acting on a rolling stone?
Find the direction of frictional force acting on a rolling stone?
The work done by gravity during the motion of satellite around the Earth is
The work done by gravity during the motion of satellite around the Earth is
If the velocity of each molecule in a given volume of an ideal gas is increased by two times, how will be changed the pressure affected on the walls of the container with the gas?
If the velocity of each molecule in a given volume of an ideal gas is increased by two times, how will be changed the pressure affected on the walls of the container with the gas?
Determine the correct match between each energy and the definition
Determine the correct match between each energy and the definition
Is 1 bar higher or lower than atmosphere?
Is 1 bar higher or lower than atmosphere?
What amount of thrust is created by using gas with flow rate 10 g/s at 2000 m/s?
What amount of thrust is created by using gas with flow rate 10 g/s at 2000 m/s?
Flashcards
M = dl/dt
M = dl/dt
Defines the angular momentum of a rigid body about its axis of rotation.
p = Σ pi
p = Σ pi
Determines Dalton's Law, the total pressure exerted by a mixture of non-reacting gases is equal to the sum of the partial pressures of the individual gases.
External force impact on liquid
External force impact on liquid
External force can act on a liquid through surface and volume.
What is hydraulics?
What is hydraulics?
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Dynamic pressure
Dynamic pressure
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Reynolds number
Reynolds number
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Reynolds number
Reynolds number
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Moment of inertia
Moment of inertia
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What is flow?
What is flow?
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What is liquid motion?
What is liquid motion?
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Characterize turbulent flow
Characterize turbulent flow
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Displacement
Displacement
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Raindrops falling
Raindrops falling
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Inertia and Velocity increasing
Inertia and Velocity increasing
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T = ½Iω² + ½mv²
T = ½Iω² + ½mv²
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Newtons law 1 & 2
Newtons law 1 & 2
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F = -gradEp
F = -gradEp
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A = ∫ FsdS
A = ∫ FsdS
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Newton's third law
Newton's third law
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0,314C
0,314C
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The momentum magnitude, N
The momentum magnitude, N
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Vector Work
Vector Work
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accleration sequence
accleration sequence
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Harmonic motion accelaration
Harmonic motion accelaration
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Disk and Cylinder inertia
Disk and Cylinder inertia
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Iw²
Iw²
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Inversily proportional
Inversily proportional
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P-Force
P-Force
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Change on engine
Change on engine
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90 degree angle, force
90 degree angle, force
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In this linear callulation moves, is it an inretial system?
In this linear callulation moves, is it an inretial system?
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Math function energy
Math function energy
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how to tell vector length =?
how to tell vector length =?
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energy does what?
energy does what?
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If gas object increases, 20%, with constant force. How will the object move
If gas object increases, 20%, with constant force. How will the object move
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10 degree diagram holds??
10 degree diagram holds??
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which matches?
which matches?
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How to find size of diagram
How to find size of diagram
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mass - absolute number
mass - absolute number
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What diagram function makes enregy
What diagram function makes enregy
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Study Notes
Angular Momentum and Rotational Motion
- Angular momentum of a rigid body about its axis of rotation is defined by the formula: M = dL/dt, Mz = Jz(dw/dt) = Jzε
- Steiner theorem isn't defined by this expression.
- The expression relates to the equation of moments, fundamental law of rotational motion about a fixed axis.
- The expression does describe the law of conservation of angular momentum for a closed system
- Moment of force relative to a fixed point is also not defined by the expression
Determining Quantity with Summation
- The quantity determined by the formula p = Σ(i=1 to n) pi is Dalton's law
External Force and Liquids
- An external force can act on a liquid through attraction and pressure
Hydraulics Definition
- Hydraulics studies the motion and equilibrium of fluids
Dynamic Pressure Expression
- Dynamic pressure is determined by the expression Pd = ρv²/2.
Reynolds Number Determination
- Reynolds number determines the flow character of a liquid
Reynolds Number Proportionality
- Reynolds number is proportional to the speed of movement of a liquid
Moment of Inertia Determination
- Moment of inertia cannot be determined with the given conditions
Analogy to Mass in Rotational Motion
- The moment of inertia is analogous to mass in the equation of the dynamics of rotational motion
Definition of Flow
- Flow is defined as fluid motion
Definition of Liquid Flood
- Liquid flood is defined as tangent lines at each point, directed in the direction of motion of the liquid particles
Kinetic Energy of Rotating and Moving Body
- The kinetic energy of a body rotating and moving forward in a plane is given by: Icω²/2 + mv²/2
Moments of Inertia Relationship
- In the described scenario, the moments of inertia are related as: I₁ = I₂ = I₃
Impact of Inertia and Angular Velocity on Impulse-Momentum
- When the moment of inertia and angular velocity of an object both increase by a factor of 2, the object's impulse-momentum increases 4 times
Moments of Inertia of Disk and Cylinder
- The moment of inertia of a solid sphere in the sphere equals I(sphere) is equal, whereas in the equation for dynamics for cylinderical inertia, it says, I(sphere) > I(d)
Formula for Kinetic Energy
- The formula T = (Icω²/2) + (mv²/2) determines the kinetic energy of an object rotating and moving forward in a plane
Laminar Flow of Liquid
- Laminar flow of liquid is characterized by maintaining an orderly arrangement of fluid particles
Turbulent Flow Regime
- Turbulent flow is characterized by unsystematic movement of liquid particles inside the pipe
Vector Quantity Identification
- Displacement is a vector quantity
Raindrop Movement
- Raindrops initially increase speed and then accelerate as air resistance balances gravity
Object Movement with Right Angle Velocity and Acceleration
- An object with velocity and acceleration at a right angle moves uniformly along the circumference
Velocity Modulus Comparison
- With respect to body 1, the modulus of the velocity of body A is the largest, given equal velocity moduli
Motion Graph Depiction
- It is decreasing by decreased acceleration
Vector Indicating Angular Velocity
- Vector 4 indicates the direction of angular velocity
Direction of Moment of Force
- Vector 3 correctly describes the direction of the moment of force F
Vector from Coordinate System Center
- The vector drawn from the center of the coordinate system to any point is called a radius-vector
Trajectory with Zero Net Force
- The trajectory of a ball with a vector sum of zero for all forces acting on it in an inertial calculation system is rectilinear
Pedestrian Displacement
- The displacement of the pedestrian is 4 km
Validity of Newton's Laws
- Newton's laws are not applicable to non-inertial calculation systems
Meaning of Negative Gradient of Potential Energy
- F = -gradEp represents the relationship between the force acting on a body and the potential energy of the particle
Meaning of Formula with Integral
- A = ∫ FsdS = ∫ FcosαdS represents the work done by a variable force on path S
Earth's Gravitational Pull Reaction
- If the gravitational pull of the Earth on a textbook is the action, the reaction is the pull of the book on the Earth
Work Done by Tangential Force
- The work done by a constant force of 5N tangentially applied to a solid sphere with a 1 cm radius, making one revolution, is 0.314 J
Momentum of Material Point with Given Law
- The momentum of a material point equals p = 5tỉ + 1.5t²j (kg·m/sec) where the modulus of the force acting on the material point in time t=4 seconds, which equals 13N
Work Done by Force
- The work done by the force is approximately equal to 23
Acceleration Sequence for Uniform Motions
- The correct sequence of increasing acceleration is a₂x < a₁x < a₃x
Ball's Acceleration During Harmonic Dance
- The ball's acceleration is perpendicular to the handle when the mathematical dancer's handle is maximally inclined
Incorrect Statement to Select
- Note there is no extractable incorrect statment provided in the text
Quantity Determined by Formula:
- The quantity determined by the formula: T = (I(cw)^2/2) + (mv^2/2) is the kinetic energy of an object rotating and moving forward in a plane at the same time.
Laminar Flow Characteristics:
- Laminar flow is characterized by maintaining an orderly arrangement of fluid particles.
Characteristics of Turbulent Flow Regime:
- Turbulent flow is characterized by unsystematic movement of liquid particles inside the pipe.
Vector Quantity:
- displacement is a vector quantity.
Movement of Raindrops
- Raindrops first increase, then accelerate as air resistance balances gravity.
Object Motion with Perpendicular Velocity and Acceleration:
- When the velocity and acceleration of an object at a given time form a right angle, it moves uniformly along the circumference.
Velocity Modulus:
- The velocity of body A is largest (given velocities are equal) with respect to body 1.
Motion Graph:
- The motion graph depicts decreasing by decreased acceleration.
Direction of Angular Velocity for Rotating Wheel:
- If a force acts on the rim and wheel is rotating, vector indicating direction of angular velocity is 4
Direction of Moment of Force:
- The correct vector is 3
Vector Drawn from Center of Coordinate System:
- This is the radius-vector.
Trajectory of Ball with Zero Net Force:
- Trajectory is rectilinear.
Pedestrian's Displacement:
- 4 km
Newton 1st and 2nd Laws:
- The Newton's First and Second laws aren't paid in any non-inertial calculation systems
Force and Potential Energy:
- The relationship with the force acting and the work done of the particle
Variable Force and Path:
- Force on the path (S).
Gravitational Pull - Reaction
- Is the pull of you book on Earth.
Constant force, find the work done
- 0.314 C
Determine the law based on an equation
- p= 5ti + 1.5t2j 1.5t2j, the modulus (in newtons) of the force acting on the material point in time t=4 seconds?
Determine the object based on the figure.
- p = 5ti + 1.5t2j 1.5t2j, a3x < a1x < a3x
Ball's acceleration
- Perpendicular to the handle
Choose the incorrect statement:
- (no wrong statement shown)
Which quantity is described by the formula?
:
Formula for Kinetic Energy:
- The right option is: T = 1cw2/2 + mv2/2
Laminar Flow:
- by maintaining an orderly arrangement of fluid particles
Turbulent Flow:
- Unsystematic movement of liquid particles inside the pipe
Vector Quantity;
- displacement
Movement of Raindrops:
- Increasing then gravity resists which balances the gravity.
If Velocity/Acceleration at Right Angles:
- Uniform along the circumference
Velocity direction:
- Largest on body
Acceleration graph:
- Decreasing with decreased acceleration
Formula on the rim of the wheel:
- F with the direction of its velocity,4
Wheel Rotates:
- 3 is direction of the moment force F.
Vectors drawn from central location:
- Radius vectors
System in motion:
- is rectilinear.
Pedestrian location with radius:
= 4 KM
Newtons laws
- Are voided :
What determines formula
Relationship acting with particles.
Work done, what is equal?
50% and 2 x times. A = sf ds integral
If gravity pulls on Earth, on your book?
Gravity pulls, book on Earth
Isothermnal proccess
- 2x.
What's the expression
Ic wsquared
04: 3-D (
) Main chart, for a set amount
Motion described as
Tanget motion.
A wave means what
Complex trajectiory
If a Mass given mass with increase oscillation
Increase 2x
Numerical Damping Coefficent:
- Does not depend on specific properties
Symbols correspondence:
1 - a; 2 - v; 3 - b; 4 - d; 5 – q
Equal phase to wave:
= ot
Cylinders with mass:
Find correct equations/
Reynolds number:
- Find reynolds equation
Find amplitude
- 9cm.
Find Amplitude the formula
- 8cm
How many times is amptitude.
- Four times.
Traveling to period;
- 2cm
Displacement and laws:
Harmonic motion
50 is displaced • 50 is displaced • 0.82
Match The Laws
- c; 2 - d; 3 – a; 4 e; 5 - b
The dependence of the universal equation:
Find the number degrees of freedom in which:
- Atomic bonds should not be considered. 5 is right
Distribution
- Boltsam
What type of perpindium?
- Thermal dynamic
Gas pressure?
Kinetic energy of its
Weight stone:
The internal energy increases for two
Heat energy:
- gas capacity is the amount of heat with capacity of • gas capacity is the amount of heat with capacity of
Average with Kinetic gas energy:
- formula to get the temperature A: 3
The average energy for a mode:
- a gas is based, with forward energy mode with energy of an oxygen molecule
14k of heat to a gas?
- Which is the average correct heat
Durning which process?
- The internal energy of isochoric heat?
What does an expression show?
- the molecules of state (1)
What kind of volume, has done:
- Work 300c+Internal +300c
Temperature is what?
- Parameter
What related to heat and flux?
Constant Cycle gas at High
- The cycle heat/peramters is.
Newtons LAW:
- Friction.
Which =heat ?
- Which =heat ?
Internal gas ?
Manidvels equation what this??
Heat transfer from what degree/what location?
How can different temperatures?
Mass total.
k what's measured?
The relation energy:
To conserve what energy?
If what energy flows from object/source?
Ideal gas
- Is True?
How is System energy relation:
System equals the energy to or from heat and energy.
How is law thermodynamics stated?
Energy what formula?
Fluciuate and increase,
Tend to.
What Thermodymamics is?
Heat and work.
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