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Maximum loads

The bar chart indicates that activity B can be performed at any time within days 2, 3 and 4, without delaying the project. It also shows that the resource loading can be smoothed out if activity B is performed in either day 3 or 4, such that the maximum loading in any period does not exceed 4 units. Resource units may be, for example, man hours or machine hours . [Pg.297]

Fatigue tests were performed under load control mode on a Schenck horizontal fatigue testing machine with hydraulic grips and a maximum load capacity of 25 kN. Tension-tension constant amplitude fatigue tests were carried out at three stress levels 60% a , 70% Cu and 80% a at two different stress ratios R = 0.1 and R = 0.5. The test frequency was kept constant (f = 3 Hz) for all the tests. [Pg.46]

However, it is possible that friction events from rubbing between fractured surfaces can be generated at low load levels also during the loading part of the cycle. This is depicted in the two correlation plots of Figure 5. In the plot at the bottom, these events are marked with a rectangle. It was decided that in addition to the previous filter, another filter based in load level should be added. Acoustic emission events were thus accepted only if they occurred at a load higher than 85% of the maximum load level of the test. [Pg.48]

The GammaMat M isotope pipeline crawlers previously have been used with exposure cameras for iridium the models M6 and Ml 8 used exposure units designed for a maximum loading of 2.2 TBq (60Ci) and 3.7 TBq (lOOCi), respectively. [Pg.427]

Introducing the Selenium for gammagraphic weld inspection at significantly improved quality levels of the radiographs we have also designed an exposure unit for Selenium. This unit is fuUy compatible with both models, M6 and Ml8. Different from the exposure units for iridium, which are Type B(U) containers, the Source Projector M-SE for Selenium is a Type A container with a maximum loading of 3 TBq (80Ci) Selenium. [Pg.427]

For large amounts of fillers, the maximum theoretical loading with known filler particle size distributions can be estimated. This method (8) assumes efficient packing, ie, the voids between particles are occupied by smaller particles and the voids between the smaller particles are occupied by stiH smaller particles. Thus a very wide filler psd results in a minimum void volume or maximum packing. To get from maximum packing to maximum loading, it is only necessary to express the maximum loading in terms of the minimum amount of binder that fills the interstitial voids and becomes adsorbed on the surface of the filler. [Pg.367]

A significant aspect of hip joint biomechanics is that the stmctural components are not normally subjected to constant loads. Rather, this joint is subject to unique compressive, torsion, tensile, and shear stress, sometimes simultaneously. Maximum loading occurs when the heel strikes down and the toe pushes off in walking. When an implant is in place its abiUty to withstand this repetitive loading is called its fatigue strength. If an implant is placed properly, its load is shared in an anatomically correct fashion with the bone. [Pg.189]

Effluent standards are based on the maximum concentration of a poUutant (mg/L) or the maximum load (lb/day) discharged to a receiving water. These standards can be related to a stream classification. [Pg.221]

Higher temperatures result in permanent degradation. The amount of this irreversible loss in mechanical properties depends upon moisture content, heating medium, temperature, exposure period, and, to some extent, species. The effects of these factors on modulus of mpture, modulus of elasticity, and work to maximum load are illustrated in Figures 6—9 (6). The effects may be less severe for commercial lumber than for clear wood heated in air (Fig. 10). The permanent property losses shown are based on tests conducted after specimens were cooled to - 24° C and conditioned to a moisture content of... [Pg.325]

Fig. 7. Permanent effect of heating ia water on work-to-maximum-load and on modulus of mpture (MOR). Data based on tests of clear Douglas-fir and... Fig. 7. Permanent effect of heating ia water on work-to-maximum-load and on modulus of mpture (MOR). Data based on tests of clear Douglas-fir and...
Material strength is but one factor ia determining maximum load that can be carried by a beating material. Load capacity is equally related to design details, lubrication, and general appHcation experience. [Pg.2]

These values are determined by experiment. It is, however, by no means a trivial task to measure the lamina compressive and shear strengths (52,53). Also the failure of the first ply of a laminate does not necessarily coincide with the maximum load that the laminate can sustain. In many practical composite laminates first-ply failure may be accompanied by a very small reduction in the laminate stiffness. Local ply-level failures can reduce the stress-raising effects of notches and enhance fatigue performance (54). [Pg.14]

Resilient and constant-effort-type supports shall be designed for maximum loading conditions including test unless temporary supports are provided. [Pg.1002]

In operating a coohng tower in the thermocycle or free-cooling mode, some precautions are necessary to minimize icing problems. These include fan reversals to circulate air down through the tower inlet louvers, proper water distribution, constant water flow over the tower, heat tracing of lines such as makeup lines as required, and maximum loading per tower cell. [Pg.1168]

P = load to be transmitted in kW W = maximum load-transmission capacity of the belt. [Pg.204]

W = maximum load iransmiiling capacity of ihe belt SF = service factor... [Pg.217]

The motor should be mounted with a suitable loading arrangement. The rated voltage, at the rated frequency, is then applied to the motor terminals at the no-load condition. The load on the motor may then be gradually increased, and the maximum load at which the motor stalls noted. The torque determined at this point is the pull-out torque. [Pg.258]

Maximum loading on the incoming feeder or the main busbars at any time... [Pg.346]

The maximum load the two machines can share when running in parallel... [Pg.529]

Two wooden beams are butt-jointed using an epoxy adhesive (Fig. A1.3). The adhesive was stirred before application, entraining air bubbles which, under pressure in forming the joint, deform to flat, penny-shaped discs of diameter 2fl = 2 mm. If the beam has the dimensions shown, and epoxy has a fracture toughness of 0.5 MN mT , calculate the maximum load F that the beam can support. Assume K = cT Tra for the disc-shaped bubbles. [Pg.283]


See other pages where Maximum loads is mentioned: [Pg.262]    [Pg.427]    [Pg.273]    [Pg.517]    [Pg.48]    [Pg.367]    [Pg.545]    [Pg.228]    [Pg.248]    [Pg.265]    [Pg.455]    [Pg.527]    [Pg.243]    [Pg.108]    [Pg.1540]    [Pg.1542]    [Pg.1544]    [Pg.1983]    [Pg.400]    [Pg.63]    [Pg.345]    [Pg.346]    [Pg.346]    [Pg.347]    [Pg.780]    [Pg.795]    [Pg.798]    [Pg.79]    [Pg.267]    [Pg.270]    [Pg.481]   
See also in sourсe #XX -- [ Pg.336 , Pg.338 ]




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