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Mean time

Early failures may occur almost immediately, and the failure rate is determined by manufacturing faults or poor repairs. Random failures are due to mechanical or human failure, while wear failure occurs mainly due to mechanical faults as the equipment becomes old. One of the techniques used by maintenance engineers is to record the mean time to failure (MTF) of equipment items to find out in which period a piece of equipment is likely to fail. This provides some of the information required to determine an appropriate maintenance strategy tor each equipment item. [Pg.287]

The sensitive layer of the systems under investigation eonsists of a mixture of BaFBr with Eu dotation. Other systems are available in the mean time too. X-ray- or y-quants initiate transitions of electrons in the crystal lattice. Electrons are excited from the valence band to the conduction band [2]. Electrons from the conduction band are trapped in empty Br -lattice places. They can return to the valence band via the conduction band after an excitation by... [Pg.468]

Spectral lines are fiirther broadened by collisions. To a first approximation, collisions can be drought of as just reducing the lifetime of the excited state. For example, collisions of molecules will connnonly change the rotational state. That will reduce the lifetime of a given state. Even if die state is not changed, the collision will cause a phase shift in the light wave being absorbed or emitted and that will have a similar effect. The line shapes of collisionally broadened lines are similar to the natural line shape of equation (B1.1.20) with a lifetime related to the mean time between collisions. The details will depend on the nature of the intemrolecular forces. We will not pursue the subject fiirther here. [Pg.1144]

Activated Regime For a small applied force F corresponding to positive 5 and 3> max(l, <5), the mean time of unbinding is... [Pg.56]

Mean Free Path. The mean free path of a gas moiecuie I and the mean time between coiiisions T are given by... [Pg.530]

When collisions occur between gas phase atoms or molecules there is an exchange of energy, which leads effectively to a broadening of energy levels. If t is the mean time between collisions and each collision results in a transition between two states there is a line broadening Av of the transition, where... [Pg.36]

The mean time between failures MTBF is used as a measure of system reflabiUty, whereas the mean time to repair MTTR is taken as a measure for maintainabihty. Eor example, a system with an MTBF of 1200 h and a MTTR of 25 h would have an availabihty of 0.98. Furthermore, if only an MTBF of 800 h could be achieved, the same availabihty would be realized if the maintainabihty could be improved to the point where the MTTR was 16 h. Such trade-offs are illustrated in Figure 3, where each curve is at a constant availabihty. [Pg.5]

Fig. 3. System availability trade-off curves. MTBF = mean time between failures MTTR = mean time to repair. Fig. 3. System availability trade-off curves. MTBF = mean time between failures MTTR = mean time to repair.
Pumps are designed to give trouble-free operation for a long period of time. The ANSI B73.1M pumps are designed for a bearing life of no less than two years (29), and API 610 pumps for a minimum of five years (30). However, in real appHcations, a typical mean time between faUures (MTBF) is often found to be significantly less, and sometimes it is as short as a few weeks. Whereas in some instaUations the seals last from three to four years, in others these are replaced monthly. The reason for such wide variations in pump component life is often not poor pump design but equipment misappHcation. [Pg.300]

Reliability. There has been a significant rise in interest among pump users in the 1990s to improve equipment reflabiUty and increase mean time between failures. Quantifiable solutions to such problems are being sought (61). Statistical databases (qv) have grown, improved by continuous contributions of both pump manufacturers and users. Users have also learned to compile and interpret these data. Moreover, sophisticated instmmentation has become available. Examples are vibration analysis and pump diagnostics. [Pg.302]

Dimensional Stability. Dimensional stabiHty refers to how a fiber changes length under the influence of load or heat. Conventionally described in terms of fiber shrinkage (ASTM D885-64) at a defined temperature, the term has also come to mean time dependent length change or creep. [Pg.83]

The mean time between runaway reactions in this reactor is 1000 years. [Pg.14]

A logic model that graphically portrays the combinations of failures that can lead to a particular main failure (TOP event) or accident of interest. Given appropriate data, fault tree models can be quantitatively solved for an array of system performance characteristics (mean time between failures, probability of failure on demand, etc.)... [Pg.76]

Reduced maintenance costs, leading to an overall improvement in system integrity and reliability. Tlie mean-times-between-failure for active magnetic bearings are equal to tliose of an electric motor. [Pg.333]

More work is necessary before solute distribution between immiscible phases can be quantitatively described by classical physical chemistry theory. In the mean time, we must content ourselves with largely empirical equations based on experimentally confirmed relationships in the hope that they will provide an approximate estimate of the optimum phase system that is required for a particular separation. [Pg.140]

The mean time to failure of various instrumentation and equipment parts would be known from the manufacturer s data or the employer s experience with the parts, which then influence inspection and testing frequency and associated procedures. Also, applicable codes and standards—such as the National Board Inspection Code, or those from the American Society for Testing and Materials, American Petroleum Institute, National Fire Protection Association, American National Standards Institute, American Society of Mechanical Engineers, and other groups—provide information to help establish an effective testing and inspection frequency, as well as appropriate methodologies. [Pg.239]

Equation 2.5-43 is a definition of availability." Since 1/p = MTTR (mean time to repair) and 1/A, = MTTF (mean time to failure) A more conventional definition is given by 2.5-44. [Pg.49]

Unavailability = I availability. If p >A, it is, asymptotically, found from equation 2.5-43 to be equation 2.5-45, where t -- 1/p is the mean time between repairs. [Pg.49]

Equipment used to process, store, or handle highly hazardous chemicals must be designed constructed, installed and maintained to minimize the risk of release. A systematic, scheduled, test and maintenance program is preferred over "breakdown" maintenance " that could compromise safety. Elements of a mechanical integrity program include 1) identification and categorization of equipment and instrumentation, 2) documentation of manufacturer data on mean time to failure, 3 ) test and inspection frequencies, 4) maintenance procedures, 5) training of maintenance personnel, 6) test criteria, and 7) documentation of test and inspection results. [Pg.72]

With the Industrial Revolution, life became more complex but it was not until World War II that reliability engineering was needed to keep the complex airplanes, tanks, vehicles and ships operating. Of particular concern was the reliability of radar. Prior to this time equipment was known qualitatively to be reliable or unreliable. To quantify reliability requires collecting statistics on part failures in order to calculate the mean time to failure and the mean time to repair. Since then, NASA and the military has included reliability specifications in procurements thereby sustaining the collection and evaluation of data build statistical accuracy although it adds to the cost. [Pg.151]

The GIDEP Reliability-maintainability Data Bank (RMDB) has failure rates, failure modes, replacement rates, mean time between failure (MTBF) and mean time to repair (MTTR) on components, equipment, subsystems and systems. The RMDB includes field experience data, laboratory accelerated life test data, reliability and maintainability demonstration test results. The... [Pg.152]

Since dependency analysis is not needed, we can go on to the BUILD program. Go to FTAPSUIT and select 5 "Run Build." It asks you for the input file name including extender. Type "pv.pch," It asks you for name and extender of the input file for IMPORTANCE. Type, for examle, "pv.ii . It next asks for the input option. Type "5" for ba.sic event failure probabilities. This means that any failure rates must be multiplied by their mission times as shown in Table 7.4-1. (FTAPlus was written only for option 5 which uses probabilities and error factors. Other options will require hand editing of the pvn.ii file. The switch 1 is for failure rate and repair time, switch 2 is failure rate, 0 repair time, switch 3 is proportional hazard rate and 0 repair time, and switch 4 is mean time to failure and repair time.)... [Pg.306]

Accident progression scenarios are developed and modeled as event trees for each of these accident classes. System fault trees are developed to the component level for each branch point, and the plant response to the failure is identified. Generic subtrees are linked to the system fault trees. An example is "loss of clcciric power" which is analyzed in a Markov model that considers the frequencies of lo,sing normal power, the probabilities of failure of emergency power, and the mean times to repair parts of the electric power supply. [Pg.418]

Mean Time Between Failures (MTBFs) based on 1,116 failures... [Pg.30]

Failure and Maintenance Data Analysis at a Chemical process Mean-time-between-maintenance action for five Ethylene plant pumps ethylbenzene styrene 46. [Pg.41]


See other pages where Mean time is mentioned: [Pg.277]    [Pg.550]    [Pg.669]    [Pg.2997]    [Pg.2999]    [Pg.375]    [Pg.376]    [Pg.378]    [Pg.597]    [Pg.434]    [Pg.140]    [Pg.9]    [Pg.287]    [Pg.49]    [Pg.310]    [Pg.771]    [Pg.1533]    [Pg.45]    [Pg.46]    [Pg.72]    [Pg.427]    [Pg.427]    [Pg.265]    [Pg.518]    [Pg.545]   
See also in sourсe #XX -- [ Pg.108 , Pg.338 , Pg.346 ]




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Adsorption mean residence time

Analytical Formula and Mean Reaction Time

Approximate mean free path relaxation time

Bacteria mean generation time

CSTR mean residence time

Conditional mean first-passage time

Diffusion mean jump times

Exciton mean free time

Fluid mean residence times

Fluid mean resistance times

Free Path and Mean Time Between Collisions

Frequency of mean transit times vs. time

Greenwich Mean Time

Greenwich Mean Time, GMT

Inspection mean time between

Litter, mean residence time

Macromixing residence-time, mean

Marine mean residence time

Mean Residence Times of Solvent Molecules Near Ions

Mean Square Displacement Short-Time Behavior Between a Pair of Monomers

Mean Time Between Failure MTBF)

Mean Time To Restore

Mean absorption time

Mean arrival time

Mean arrival time, definition

Mean characteristic time, viscoelasticity

Mean characteristic time, viscoelasticity materials

Mean circulation time

Mean collision time

Mean correlation time

Mean dead time

Mean dissolution time

Mean exit time

Mean first passage time

Mean first passage time , probability

Mean first passage time , probability times

Mean first passage time Master equation

Mean first passage time, effect

Mean free time

Mean generation time

Mean inter-use stagnation time

Mean life time

Mean life time equation

Mean life time value

Mean ligand residence times

Mean nucleation time

Mean particle travel time

Mean passage time

Mean plasma concentration-time curves

Mean reaction time

Mean relaxation time, calculation

Mean residence time

Mean residence time applications

Mean residence time determination

Mean residence time general expression

Mean residence time in the

Mean residence time model

Mean residence time pharmacokinetics

Mean residence times and variance

Mean residence times of particles

Mean resident time

Mean square displacement observation time

Mean stay time

Mean surface residence time

Mean time before failure

Mean time between coincidences

Mean time between collisions

Mean time dependence

Mean time parameters

Mean transit time

Mean transition time , probability

Mean transition time , probability moments

Mean-relaxation time

Mean-squared displacement time dependence

Mean-time-between-failures

Mean-time-between-repairs

Mean-time-to-failure

Mean-time-to-repair

Metabolism mean residence time

Organic Mean Residence Time

Organs, mean transit time

Proton mean jump times

Residence time meaning

Situation 1 Mean Exit Time Between Slices for Neutral Species

Situation 1 Mean Exit Time for Charged Species

Situation 2 Mean Exit Time After Reflection for Neutral Species

Situation 4 Mean Exit Time to One of the Slices

Soil Mean Residence Time

System mean residence time

The meaning of residence time

Time dependent mean field

Time dependent mean field approximation

Time-mean flow pattern

Velocity field, mean, time-averaged

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