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force |
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force, commonly, a "push" or "pull," more properly defined in physics as a quantity that changes the motion, size, or shape of a body. Force is a vector U [−3,1] and V [5,2], one can add their corresponding components to find the resultant vector R [2,3], or one can graph U and V on a set of coordinate axes and complete the parallelogram formed with U and V ..... Click the link for more information. quantity, having both magnitude and direction. The magnitude of a force is measured in units such as the pound, dyne dyne (dīn), unit of force in the cgs system of units, which is based on the metric system ; an acceleration of 1 centimeter per second ..... Click the link for more information. , and newton newton, abbr. N, unit of force in the mks system of units, which is based on the metric system ; it is the force that produces an acceleration of 1 meter per second per second when exerted on a mass of 1 kilogram. The newton is named for Sir Isaac Newton. ..... Click the link for more information. , depending upon the system of measurement being used. An unbalanced force acting on a body free to move will change the motion motion, the change of position of one body with respect to another. The rate of change is the speed of the body. If the direction of motion is also given, then the velocity of the body is determined; velocity is a vector quantity, having both magnitude and direction, ..... Click the link for more information. of the body. The quantity of motion of a body is measured by its momentum momentum (mōmĕn`təm) ..... Click the link for more information. , the product of its mass mass, in physics, the quantity of matter in a body regardless of its volume or of any forces acting on it. The term should not be confused with weight , which is the measure of the force of gravity (see gravitation ) acting on a body. ..... Click the link for more information. and its velocity velocity, change in displacement with respect to time. Displacement is the vector counterpart of distance, having both magnitude and direction. Velocity is therefore also a vector quantity. The magnitude of velocity is known as the speed of a body. ..... Click the link for more information. . According to Newton's second law of motion (see motion), the change in momentum is directly proportional to the applied force. Since mass is constant at ordinary velocities, the result of the force is a change in velocity, or an acceleration acceleration, change in the velocity of a body with respect to time. Since velocity is a vector quantity, involving both magnitude and direction, acceleration is also a vector. In order to produce an acceleration, a force must be applied to the body. ..... Click the link for more information. , which may be a change either in the speed speed, change in distance with respect to time. Speed is a scalar rather than a vector quantity; i.e., the speed of a body tells one how fast the body is moving but not the direction of the motion. ..... Click the link for more information. or in the direction of the velocity. Two or more forces acting on a body in different directions may balance, producing a state of equilibrium equilibrium, state of balance. When a body or a system is in equilibrium, there is no net tendency to change. In mechanics, equilibrium has to do with the forces acting on a body. There are four basic types of force in nature. Two of these are easily observed; the other two are detectable only at the atomic level. Although the weakest of the four forces is the gravitational force, it is the most easily observed because it affects all matter, is always attractive and because its range is theoretically infinite, i.e., the force decreases with distance but remains measurable at the largest separations. Thus, a very large mass, such as the sun, can exert over a distance of many millions of miles a force sufficient to keep a planet in orbit. The electromagnetic force, which can be observed between electric charges, is stronger than the gravitational force and also has infinite range. Both electric and magnetic forces are ultimately based on the electrical properties of matter; they are propagated together through space as an electromagnetic field field, in physics, region throughout which a force may be exerted; examples are the gravitational, electric, and magnetic fields that surround, respectively, masses, electric charges, and magnets. The field concept was developed by M. forceAgency that alters the direction, speed, or shape that a body would exhibit in the absence of any external influence. It is a vector quantity, having both magnitude and direction. Force is commonly explained in terms of Newton's laws of motion. All known natural forces can be traced to the fundamental interactions. Force is measured in newtons (N); a force of 1 N will accelerate a mass of 1 kg at a rate of 1 m/sec/sec. See also centrifugal force; Coriolis force; electromagnetic force; Coulomb force; magnetic force; strong force; weak force. ForceAn earlier dBASE compiler developed by Sophco, Inc., Boulder, CO, which combined C and dBASE structures. It was noted for generating very small executable programs. force 1. Physics a. a dynamic influence that changes a body from a state of rest to one of motion or changes its rate of motion. The magnitude of the force is equal to the product of the mass of the body and its acceleration b. a static influence that produces an elastic strain in a body or system or bears weight. 2. Physics any operating influence that produces or tends to produce a change in a physical quantity 3. Criminal law violence unlawfully committed or threatened 4. Philosophy Logic that which an expression is normally used to achieve 5. in force (of a law) having legal validity or binding effect Force Force may be briefly described as that influence on a body which causes it to accelerate. In this way, force is defined through Newton's second law of motion. This law states in part that the acceleration of a body is proportional to the resultant force exerted on the body and is inversely proportional to the mass of the body. An alternative procedure is to try to formulate a definition in terms of a standard force, for example, that necessary to stretch a particular spring a certain amount, or the gravitational attraction which the Earth exerts on a standard object. Even so, Newton's second law inextricably links mass and force. See Acceleration, Mass One may choose either the absolute or the gravitational approach in selecting a standard particle or object. In the so-called absolute systems of units, it is said that the standard object has a mass of one unit. Then the second law of Newton defines unit force as that force which gives unit acceleration to the unit mass. Any other mass may in principle be compared with the standard mass (m) by subjecting it to unit force and measuring the acceleration ( a ), with which it varies inversely. By suitable appeal to experiment, it is possible to conclude that masses are scalar quantities and that forces are vector quantities which may be superimposed or resolved by the rules of vector addition and resolution. In the absolute scheme, then, the equation F = m a is written for nonrelativistic mechanics; boldface type denotes vector quantities. This statement of the second law of Newton is in fact the definition of force. In the absolute system, mass is taken as a fundamental quantity and force is a derived unit of dimensions MLT-2 (M = mass, L = length, T = time). The gravitational system of units uses the attraction of the Earth for the standard object as the standard force. Newton's second law still couples force and mass, but since force is here taken as the fundamental quantity, mass becomes the derived factor of proportionality between force and the acceleration it produces. In particular, the standard force (the Earth's attraction for the standard object) produces in free fall what one measures as the gravitational acceleration, a vector quantity proportional to the standard force (weight) for any object. It follows from the use of Newton's second law as a defining relation that the mass of that object is m = w/g, with g the magnitude of the gravitational acceleration and w the magnitude of the weight. The derived quantity mass has dimensions FT2 L-1. See Free fall
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The stress load of welding in practical applications comes mainly from shearing force, so shear strength is one of the important mechanical factors of solders. Sierra has recently introduced the T900 model shear/baler/ logger, which offers 900 tons of shearing force and a shearing capacity of five cuts per minute at 24-inch cuts. The viscosity developed from complete platelet separation due to high shearing force can be >1. |
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