law of inertia - translation to ιταλικό
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law of inertia - translation to ιταλικό

CLASSICAL FORMULATION OF MECHANICS BY ISAAC NEWTON
Newton's Laws of Motion; Newtonian laws of motion; Newtonian mechanics; Newton's second law of motion; Newton's first law of motion; Newtons law; Newton's Third Law; Newton's laws; Newton's First Law of Motion; Newton's Second Law of Motion; Newton's Third Law of Motion; Weak form of Newton's Third Law; Strong form of Newton's Third Law; Newton's Second Law; Newton's second law; Newtons laws; Newtons second law; Newton’s laws of motion; Newton's third law of motion; Newton's first law; Newton's third law; Law of inertia; Law of Inertia; Newton's 2nd law; Newton's First Law; Newton's Laws; F=ma; First law of motion; 1st law of motion; Second law of motion; Newtons first law; Newton's Axioms; 3 laws of physics; Newtons Three Laws of Motion; F=ma.; The formula for newton's second law of motion; Newton first law; Newton first law of motion; Newton law; Newton laws; Newton laws of motion; Newton second law; Newton second law of motion; Newton third law; Newton third law of motion; F=mA; Third Law of Newton; Newton's three laws of motion; Newton's 3 laws of motion; Newton’s third law; Newton's law of motion; Newtons laws of motion; Newtons second law of motion; Newton's 3rd law; Newtons Laws; Newton II; Newtons Laws of Motion; Three laws of motion; Newtons 2nd law; Newtons third law of motion; Newton's 1st Law; Newton's 3 laws; Uniform motion; Newton's 3rd Law of Motion; Newtonian laws; Force balance; Newton's 2nd Law of Motion; Newton's Three Laws of Motion; Newtons 3rd law; Newton’s second law of motion; Anomalies of Newton's first law of motion; Anomolies of Newton's First law of motion; Laws of force; Isaac Newton's laws of motion; Newton’s Third Law of Motion; Third law of motion; F = ma; Newton's law of inertia
  • Two objects in uniform circular motion, orbiting around the [[barycenter]] (center of mass of both objects)
  • A simulation of a larger, but still microscopic, particle (in yellow) surrounded by a gas of smaller particles, illustrating [[Brownian motion]].
  • Three double pendulums, initialized with almost exactly the same initial conditions, diverge over time.
  • A [[free body diagram]] for a block on an inclined plane, illustrating the [[normal force]] perpendicular to the plane (''N''), the downward force of gravity (''mg''), and a force ''f'' along the direction of the plane that could be applied, for example, by a string.
  • reaction force]] downwards using [[rocket engine]]s. This pushes the rocket upwards, without regard to the ground or the [[atmosphere]].
  • cork]], and [[toothpick]] is on top of the pen's tip
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  • a celebrated theorem that relates symmetries and conservation laws]], a key development in modern physics that is conveniently stated in the language of Lagrangian or Hamiltonian mechanics.
  • Artificial satellites move along curved [[orbit]]s, rather than in straight lines, because of the Earth's [[gravity]].
  • Space Shuttle ''Atlantis'']], propel matter in one direction to push the craft in the other. This means that the mass being pushed, the rocket and its remaining onboard fuel supply, is constantly changing.
  • Animation of three points or bodies attracting to each other

law of inertia         
legge d"inerzia
moment of inertia         
  • Video of rotating chair experiment, illustrating moment of inertia. When the spinning professor pulls his arms, his moment of inertia decreases; to conserve angular momentum, his angular velocity increases.
  • Spinning figure skaters can reduce their moment of inertia by pulling in their arms, allowing them to spin faster due to [[conservation of angular momentum]].
  • A 1920s John Deere tractor with the spoked [[flywheel]] on the engine. The large moment of inertia of the flywheel smooths the operation of the tractor.
  • This 1906 rotary shear uses the moment of inertia of two flywheels to store kinetic energy which when released is used to cut metal stock (International Library of Technology, 1906).
  • Pendulums used in Mendenhall [[gravimeter]] apparatus, from 1897 scientific journal. The portable gravimeter developed in 1890 by Thomas C. Mendenhall provided the most accurate relative measurements of the local gravitational field of the Earth.
  • right
  • thumb
  • The cylinders with higher moment of inertia roll down a slope with a smaller acceleration, as more of their potential energy needs to be converted into the rotational kinetic energy.
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  • [[Tightrope walker]]s use the moment of inertia of a long rod for balance as they walk the rope. Samuel Dixon crossing the [[Niagara River]] in 1890.
  • An ellipsoid with the semi-principal diameters labelled <math>a</math>, <math>b</math>, and <math>c</math>.
SCALAR MEASURE OF THE ROTATIONAL INERTIA WITH RESPECT TO A FIXED AXIS OF ROTATION
Rotational inertia; Angular inertia; Moment of rotation; Moment of Inertia; Moment of inertia tensor; Moment of Inertia Tensor; Rotational Inertia; Product of inertia; Moments of inertia; Principal moments of inertia; Mass moment of inertia; Principal Moments of Inertia; Principal moment of inertia; Momen of inertia; Inertia moment; Les moment des Inertia; Inertia Tensor; Kilogram square metre; Rotary inertia; Mass Moment Of Inertia; Reciprocating weight; Inertia tensor; Principal axis (mechanics); Inertial moment; Angular mass; Symmetrical top; Symmetric top; Axis of figure; Figure axis; Angular Mass; Moment Of Inertia; Polar moment of inertia of mass; Rotating inertia; Axial moment of inertia; Inertia matrix
momento d"inerzia
uniform motion         
movimento uniforme

Ορισμός

inertia
n.
1) sheer inertia
2) through inertia

Βικιπαίδεια

Newton's laws of motion

Newton's laws of motion are three basic laws of classical mechanics that describe the relationship between the motion of an object and the forces acting on it. These laws can be paraphrased as follows:

  1. A body remains at rest, or in motion at a constant speed in a straight line, unless acted upon by a force.
  2. When a body is acted upon by a force, the time rate of change of its momentum equals the force.
  3. If two bodies exert forces on each other, these forces have the same magnitude but opposite directions.

The three laws of motion were first stated by Isaac Newton in his Philosophiæ Naturalis Principia Mathematica (Mathematical Principles of Natural Philosophy), originally published in 1687. Newton used them to investigate and explain the motion of many physical objects and systems, which laid the foundation for classical mechanics. In the time since Newton, the conceptual content of classical physics has been reformulated in alternative ways, involving different mathematical approaches that have yielded insights which were obscured in the original, Newtonian formulation. Limitations to Newton's laws have also been discovered; new theories are necessary when objects move at very high speeds (special relativity), are very massive (general relativity), or are very small (quantum mechanics).