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Lift force definition

All these results can be deduced from the modelling of the wind erosion of the bed. The decrease rate goes higher, when the cover rate, noted tdc, increases. This can be explained by the modelling of the pavement, described in part 2.3. The reduction increment of the lift force is inversely proportional to the erosion depth (Eq. (6)). According to the definition of the erosion depth, the higher is the proportion of non-erodible particles, the smallest is the erosion depth. Consequently, when the proportion of non-erodible particles is increased, the reduction increment becomes greater and the temporal decrease is faster. [Pg.164]

By definition (e.g., [16], chap 14), the lift is normal to the relative fluid velocity, Relative, and the drag is the force acting parallel to the same velocity, as sketched in Fig 7.6. Thus one component of the lift force, (IFlcosO, produces a positive thrust component, and a component of the drag, dFjj sin0, produces a negative thrust component ... [Pg.692]

Fig. 7.6. Definition sketch for a propeiler-blade eiement [16]. Vr Velocity of fluid relative to propeller section. Fl Lift force normai to Vr. Fd- Drag force acting parallel to Vr. Vq Speed of airplane and propeller. Vj = ruj Tangential velocity resulting from propeller rotation, r Radiai position on propeller, cu Angular speed of propeller. 9 Angle between Vt and Vr. a and fS Angnlar measnres. Reproduced with permission from John Wiley Sons, Inc, 2006. Fig. 7.6. Definition sketch for a propeiler-blade eiement [16]. Vr Velocity of fluid relative to propeller section. Fl Lift force normai to Vr. Fd- Drag force acting parallel to Vr. Vq Speed of airplane and propeller. Vj = ruj Tangential velocity resulting from propeller rotation, r Radiai position on propeller, cu Angular speed of propeller. 9 Angle between Vt and Vr. a and fS Angnlar measnres. Reproduced with permission from John Wiley Sons, Inc, 2006.
Pascal 3. The hydraulic lever. The hydraulic jack is a problem in fluid equilibrium, just as a pulley system is a problem in mechanical equilibrium (no accelerations involved). It s the static situation in which a small force on a small piston balances a large force on a large piston. No change of pressure need be involved here. A constant force on one piston slowly lifts a different piston with a constant force on it. At all times during this process the fluid is in near-equilibrium. This principle is no more than an application of the definition of pressure as F/A, the quotient of... [Pg.162]

Note carefully that the displacement referred to in the definition of potential energy starts at Xq and ends at x. For example, the potential energy of an object of mass m at height h above the surface of the earth is the work done by a force +mg opposing gravity in lifting the object from ho to h ... [Pg.972]

From Newton s second law F = ma, we know that if the masses are lifted at constant velocity, the force on the masses is constant and equal to 2mg. From the definition of pressure P = P/A, we know that if the force remained constant, the pressure also remained constant. Constant pressure conditions allow us to calculate the work done using ... [Pg.48]

In this introduction it may be useful to give a brief definition of surface tension and surface free energy. The dimension of the surface tension is related to unit length. Lenard s classical experiment (1924) is one of the best demonstrations of the surface force of a liquid acting on an extended wire in contact with a liquid surface. By carefully lifting the wire from the level of the surface, a force can be measured for as long as the pendent lamella remains in contact with the liquid bulk. The force measured in this way, divided by the length of the wire, leads to a well-... [Pg.2]

Lifting, transporting or supporting heavy objects by hand or bodily force is one definition of... [Pg.58]

By definition, a machine is an assembly of parts, some fixed, ofhers movable, by which motion and force are transmitted. With the aid of a machine we are able to magnify the effort exerted at the input and lift or move large loads at the output. [Pg.74]

One size does not fit all. That is why OSHA would like to see a tailored program approach. That is also why no one will ever be able to say that X number of repetitions or lifting X pounds will result in injury, or conversely that Y number of repetitions or Y pounds will definitely not result in injury for anyone, any time, anywhere. However, many employers have proven that establishing a systanatic program to address such issues as repetition, excessive force, awkward postures, and heavy lifting results in fewer injuries to workers. [Pg.336]

The quantitative measurement of work was introduced by CamoL who defined an amount of work done on an object as the height it is lifted times its weight. This definition was extended by Coriolis, who provided the presently used definition of work The amount of work done on an object equals the force exerted on it times the distance it is moved in the direction of the force. If a force Fj is exerted on an object in the z direction, the work done on the object in an infinitesimal displacement dz in the z direction is... [Pg.40]

At low gas volume fraction (<0.01), the forces acting on bubbles in a liquid are similar to those acting on a single bubble. Due to their low inertia as compared with the Hquid phase, bubbles are subject to a large number of forces, i.e., forces due to drag, lift, and virtual mass. In the definition of the interfacial forces, it is customary to characterize the bubble size with the sphere equivalent diameter. That is, ah effects due to nonsphericity are lumped in the closure. The closures that are most commonly applied... [Pg.167]


See other pages where Lift force definition is mentioned: [Pg.379]    [Pg.281]    [Pg.175]    [Pg.540]    [Pg.996]    [Pg.243]    [Pg.42]    [Pg.1177]    [Pg.14]    [Pg.1110]    [Pg.243]    [Pg.157]    [Pg.174]    [Pg.674]    [Pg.167]    [Pg.119]   
See also in sourсe #XX -- [ Pg.171 , Pg.172 ]




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