Newtonian mechanics Definition and 205 Threads

  1. P

    Torque vs Centripetal Force: What's the Difference?

    Torque causes a system to rotate about its axis while centripetal force causes a system to rotate about the axis of the separate system that exerted the centripetal force. So does this mean that torque specifically causes rotation and centripetal force causes revolution?
  2. A

    Why is force invariant in Newtonian mechanics?

    Recently, I've been pondering deeply on relativity (both Galilean and SR) and all of a sudden I find that I don't grasp even the basic concepts of physics (or life) anymore, i.e. I can't go back to my previous, "normal" mode of thinking. Consider Newtonian mechanics, take the ground to be at...
  3. shanepitts

    When do Newtonian mechanics breakdown

    What would be the scale, in which Newtonian mechanics dissolve and QM becomes the sole victor for accurate predictions? A physics colleague told me that it was from the nanoscale to the Planck scale, but I am not entirely sure that it has been used near infinitesimally small ranges as 10^–34.
  4. MarkFL

    MHB Solving Differential Eqn to Test Paratrooper Account

    Here is the question: I have posted a link to this topic so the OP can see my work.
  5. B

    Finding Initial Velocity Components of a Projectile Using Kinematic Equations

    b]1. Homework Statement [/b] 1. Two seconds after being projected from ground level (y=0 m), a projectile is displaced x=40 m horizontally and y=53 m vertically above its launch point. What are the (a) horizontal and (b) vertical components of the initial velocity v of the projectile? (c) At...
  6. D

    Skier on a snowball (Newtonian Mechanics)

    Homework Statement A skier slides down a giant snowball (= sphere of radius R) with negligible friction. H starts at the top with very small velocity. Determine the angle θ_f where the skier will come off the surface. Use these principles of dynamics: (1) Energy is a constant of the motion...
  7. D

    Newtonian Mechanics - Ball Falling through Syrup

    Homework Statement A steel ball bearing falls through a viscous syrup. The equation of motion is m(dv/dt) = mg - (alpha)v where g = 9.8 m/s^2. The terminal velocity is 0.2 m/s. (a) Determine the value of alpha. (b) Determine the speed at t = 0.04 s. [initial velocity = 0; mass m = 12.6E-3 kg]...
  8. D

    Newtonian Mechanics - Particle in Motion with Air Resistance

    Homework Statement A particle of mass m slides down an inclined plane under the influence of gravity. If the motion is resisted by a force f = kmv^2, show that the time required to move a distance d after starting from rest is t = [arccosh(e^(kd))]/√(kgsin(θ) where θ is the angle of...
  9. A

    Difficulty understanding Newtonian mechanics with stationary force

    I apologize if this seems much too "freshman", and may come across as annoyingly simple to some more trained or educated on this board. However I will ask the question anyways as I have failed to find an answer elsewhere. Under Newton's Second Law of Motion, f=ma. thus F = kg (m/s^2)...
  10. A

    What is the difference between Langrangian, Hamiltonian and Newtonian Mechanics?

    What is the main difference between Langrangian, Hamiltonian, and Netwonian Mechanics in physics, and what are the most important uses of them? I'm currently a high school senior, with knowledge in calculus based physics, what would the prerequisites be in order for me to begin Langrangian...
  11. B

    Describing quantities independently from frames in Newtonian mechanics

    Hello I know that it's possible to reformulate Newtonian mechanics in such a manner that absolute velocities of objects can be defined. By absolute I mean defined without any reference to a specific frame of reference (just as in the article Notes on Mathematical Physics for Mathematicians)...
  12. C

    When does quantum mechanics turn into Newtonian mechanics?

    Since quantum mechanics rules over the microscopic world and Newtonian mechanics rules over the macroscopic world, what is the greatest possible arrangement of atoms to where quantum mechanics still rules and anything more would lead to Newtonian mechanics? In other words where is the line and...
  13. A

    Simple Newtonian mechanics problem

    Homework Statement It is the review problem on p.131 of Physics for scientists and engineers ( Serway, 4th edition). It is the classical problem of 2 blocks in an incline(with angle \theta) with masses 2m and m (in order from bottom to the top of the incline) and 1 block suspended trough a...
  14. A

    Newtonian Mechanics and Forces Problem

    Problem, Work, and Solution: http://img375.imageshack.us/img375/9987/physicsfinal.png (You can zoom in if needed) Sorry for not using the template, this was done in MS Paint and I didn't want to have to type it all out again... Basically, the problem is to find all tensions (ropes/strings...
  15. U

    Newtonian mechanics of a metal slab

    Homework Statement A 90 kg metal slab is pulled across the ground by a tractor. The coefficient of friction between the slab and the ground is µ = 0.65. If the force of the tractor on the slab is 600 N and is directed at 35° from the horizontal, what is the acceleration of the slab...
  16. N

    Is Newtonian Mechanics more general than Hamiltonian Mechanics?

    Apparently things like the Lorentz' force can't be handled as a hamiltonian system. I heard other people describe the hamiltonian mechanics as an equivalent characterization of classical mechanics, but this is wrong, then?
  17. B

    Effusion differential equation from Newtonian mechanics

    Homework Statement If you poke a hole in a container full of gas: the gas will start leaking out. In this problem, you will make a rough estimate of the rate at which gas escapes through a hole: effusion. (This assumes the hole is sufficiently small). Consider such a hole of area "A". The...
  18. B

    Indeterminism in Newtonian mechanics?

    This paper, written by a University of Pittsburgh professor, John Norton, describes a simple situation in which Newtonian mechanics allows for purportedly non-deterministic equations of motion: http://www.pitt.edu/~jdnorton/papers/DomePSA2006.pdf In the first part of the paper, he describes the...
  19. J

    Newtonian mechanics & Oort Cloud Shell

    Last week there was a documentary program on Nat Geo I believe having to do with the composition and origins of comets. The narrative seemed to imply that comets originate within & are rather randomly dislodged from a spherical shell around the Solar System called the Oort cloud. This...
  20. G

    Negative Energy in Newtonian Mechanics: Explained

    Actually i never got this concept clearly in my mind. What is the meaning whern we say that the energy of a body is negative? For example in Bhor's atomic model we have calulated the total energy of an electron to be negative. Please explain me by using Newtonian Mechaincs as i am the...
  21. fluidistic

    Lagrangian of an isolated particle, independant from Newtonian Mechanics?

    I don't have the books in front of me so I only use my memory. According to my professor and if I remember well, Landau and Lifgarbagez, the Lagrangian of an isolated particle can in principle depend on \vec q, \vec \dot q and t. Therefore one can write L(\vec q, \vec \dot q , t). With some...
  22. E

    Simple Newtonian mechanics problem

    Homework Statement a man with mass m=66kg is standing on top of a platform with mass M=120kg. The man is pulling himself up using a pair of ropes suspended over massless pulleys. he pulls each rope with force of F=600N and is accelerating towards the ceiling at acceleration a. g=9.8 m/sec^2...
  23. R

    Newtonian Mechanics (true or false)

    Homework Statement 1.The work required to lift a mass one meter depends on the speed at which it is raised.. 2.The acceleration of an object is same in all inertial reference frames. 3.A particle's kinetic energy can change without having any net work done it. 4.The work done by...
  24. B

    Newtonian Mechanics: Falling Parachutist Problem

    (Moderator's note: thread moved from "Differential Equations") A parachutist whose weight is 75 kg drops from a helicopter hovering 2000 m above the ground and falls towards the ground under the influence of gravity. Assume that the force due to the air resistance is proportional to the...
  25. B

    Newtonian Mechanics - the movement of a particles

    (Moderator's note: thread moved from "Differential Equations") A particle of mass m which moves along a horizontal straight line with a velocity of v encounters a resistance of av + b(v^3), where a and b are constants. If there is no other force beside the resistance acting on the particle and...
  26. P

    Newtonian Mechanics, accounting for wind?

    hey everyone I'm in year 12 physics, and we have a project revolving around the physics of sport i selected golfing, and my initial aim is to investigate the inaccuracy associated with predicting the aerodynamic motion of a golf ball (max height, max distance). i selected this mainly...
  27. S

    True / False questions related to Newtonian Mechanics

    Homework Statement These are all true/false questions. 1. The acceleration of an object is same in all inertial reference frames. 2. The work required to lift a mass one meter depends on the speed at which it is raised.. 3. The work done by a constant force acting on an object is...
  28. B

    How Do You Derive the Distance Fallen by a Particle with Quadratic Drag?

    Homework Statement Consider a particle of mass m whose motion starts from rest in a constant gravitational field. If a resisting force proportion to the square of the velocity (i.e. kmv^2) is encounterd, show that the distance s the particle falls in accelerating from v0 to v1 is given by...
  29. M

    Simple Newtonian Mechanics question (infamous box and ramp question)

    Homework Statement Ugh, rusty on my Newtonian Mechanics and need to refresh. I picked out this problem in my book: Two boxes are on a 30 60 90 triangle. Box 1 is on the 60degree side and Box 2 on the 30degree side. The ramp has two different coefficient of static friction: u1 (for box 1)...
  30. M

    Newtonian mechanics on curved spacetime

    The spacetime model of Newtonian mechanics is a fiber bundle with a one-dimensional base space (=time) and a 3-dimensional fiber (=space). On the tangent bundle of the spacetime a curvature-free connection is given. Newton's 1st law states that free pointlike particles move on geodesics...
  31. 5

    Help Newtonian mechanics and Bernoulli/Venturi effect in generating lift

    Hello, this question is about lift in fixed wing flight (airplanes). Is it possible to calculate separately the lift generated by: - Newton's laws (wings deflecting air particles) - Bernoulli effect (difference in air pressure above and below the wings caused by the shape of the...
  32. J

    Newtonian mechanics and inclined planes

    hi, i am interested in finding a website which has lots of questions (and solutions) on Newtonian mechanics to test my knowledge. things i had in mind include applications of F=ma,inclined planes, tension on ropes,springs etc. thanks
  33. M

    Newtonian Mechanics - single particle

    Homework Statement The speed of a particle of mass [m] varies with the distance[x] as v(x)=ax^(-n). Assume v(x=0)=0 at t=0. a)Find the force F(x) responsible b)Determine x(t) c)Determine F(t) Homework Equations The Attempt at a Solution My solution to part a is F(x)=-ma^2nx^(-2n-1)...
  34. F

    Newtonian mechanics VS. variational principles

    Hello! Would you say that the following text is true from beginning to end?: ----------------------- Basically, there are two mechanical approaches to describe a particle: (a) the variational principles (e.g., the Lagrangian and Hamiltonian ones) and (b) the Newtonian approach. The former...
  35. W

    Guide to Learning Newtonian Mechanics

    What books would you recommend as good books for learning theory of physics. My focus is on Newtonian mechanics. Any other books with good problems to solve will also be nice. As of now I have the feynmann lectures on physics in PDF format which I printed. Very nice although I'd like a little...
  36. L

    Affine space or fibre bundle: spacetime formalism in Newtonian mechanics

    Hi, I was wondering, which spacetime model do you prefer for Newtonian dynamics? VI Arnold constructs it on an affine space \mathbb{A}^4 with an Euclidean space \mathbb{E}^3 defined on each time cross-section. The construction of time is somewhat cumbersome, involving defining \mathbb{R}^4 to...
  37. L

    Newtonian Mechanics: Forces & Acceleration Explained

    Okay, I'm sort of confused about forces and acceleration here. Does any force cause an acceleration? What if the force is constant? So does it depend on the situation of the applied force to see if the object accelerates? For example, if you apply a constant force on an object at rest, then the...
  38. U

    General Relativity vs Newtonian Mechanics

    I am involved in a discussion about non-locality in QM. I'm arguing that it is possible for a local mechanism to emulate a non-local one and the best example I could find is gravity (the apparently non-local force required by Newtonian gravity being explained by a local mechanism in GR). My...
  39. R

    What happens when a person punches a spinning wheel on a skateboard?

    Hello, Say you have a frictionless setting. In this setting are two skateboards. One has a waterwheel (or any wheel with fins) propped up on beams so that it is on the skateboard and can freely turn. On the other skateboard is a person standing on it. If the skateboards are one behind the...
  40. P

    Newtonian mechanics - extended rigid body's rotation, moment of inertia

    Homework Statement Figure shows the cylindrical skater, http://hk.geocities.com/puipui_queen/cylinder_skater.jpg as she spins,she may be modeled as a homogeneous cylinder of raduis R, height h, and density p, with outstretched arms. The arms are cylinders as welll, also of density p...
  41. N

    Newtonian mechanics, incline, acceleration FUN

    "Two boxes, m1=1.0 kg witha coefficient of kinetic friction of 0.10 amd m2=2.0 kg with a coefficient of 0.20, are placed on a plane inclined at 30 degrees. (a) What acceleration does each box experience? (b) If a taut string is connecting the boxes with m2 farther down the slope, what is the...
  42. L

    Formalism of Newtonian Mechanics

    Hi, I was wondering, how would one formulate Newtonian Mechanics as a rigorous mathematical model? Would one take force to be an external quantity defined by various force laws (Coulomb, UG) and accept Newton's Second Law of Motion as an axiom (and first law as a definition of inertial...
  43. K

    What is the acceleration and sliding time of a car on a rotating platform?

    A car is driven on a large revolving platform which rotates with constant angular speed w.At t=0, a driver leaves the origin and follows a line painted radially outward on the platformwith a constant speed v0.The total weight of the car is W,and the co-eff. of friction between the car and the...
  44. K

    Newtonian mechanics and capstan

    Consider a capstan.A circular body around which a strong rope is wound.The free ends of the rope are pulled with tension Ta and Tb. Ta>>Tb.Co--eff. of friction is mu.theta is the total angle subtended by the attached portion of the rope on the centre of the drum.Prove that Ta=Tb[exp(-mu theta)]
  45. K

    Force F for Balanced Masses M2, M3 on Block M1

    A rectangular block of mass M1 rests on the frictionless horizontal plane.On it there is a rectanglar shaped hole, drilled from upper surface.A mass M2 is on the frictionless upper surface of the block being connected through string over a pulley another mass M3 which hangs in the hole.The mass...
  46. Amith2006

    Inertial Frame Characteristics in Newtonian Mechanics

    # In Newtonian mechanics, which of the following characteristics of a particle is the same in all inertial frames? a)Speed b)Velocity c)Momentum d)Impulse Does Newtonian mechanics mean Classical mechanics?
  47. J

    Advanced books/papers on derivation of Newtonian mechanics from GR

    During many time i have searched a complete and rigorous derivation of Newtonian limit from GR but i found none. I suspect that it does not exist! I do not refer to that "supposed derivation" that appears in many textbooks of GR. I refer to a rigorous and unambigous derivation of Newtonian...
  48. S

    History of Newtonian Mechanics?

    I have been wondering how the classical mechanics that I study in my textbook today was framed. Newton gave his laws of motion, but what about vectors, who invented those. We deal with freely falling bodies and acceleration due to gravity while studing kinematics. But I know that the law of...
  49. marlon

    Newtonian Mechanics, Motion on Inclines, Work Energy Theorem

    Let's start with the very base of Newtonian mechanics. It works like this : Suppose we work in two dimensions denoted by a x-axis and an y-axis. You can work in as many dimensions as you want because all you have to do is add a unit vector to the formula's, as you will see. Starting from the...
  50. S

    Newtonian Mechanics - Banked curves

    Hi, I'm having some trouble determining the formulae for banked curve problems, could somebody give me a general guideline on how to tackle these type of problems. My main problem is resolving the Normal reaction in terms of the angle of the inclined plain. Like i know that Ncos(angle) =...
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