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Penalties

Both vacuum operation and the use of refrigeration incur capital and operating cost penalties and increase the complexity of the design. They should be avoided if possible. For a first pass through... [Pg.76]

Example 6.2 A process is to be divided into two operationally independent areas of integrity, area A and area B. The stream data for the two areas are given in Table 6.6." Calculate the penalty in utility consumption to maintain the two areas of integrity for = 20°C. [Pg.182]

Solution To identify the penalty, first calculate the utility consumption of the two areas separate from each other, as shown in Fig. 6.22a. Next, combine all the streams from both areas and again calculate the utility consumption (see Fig. 6.226). Figure 6.23a shows the problem table cascade for area A, the cascade for area B is shown in Fig. 6.236, and that for areas A and B combined is shown in Fig. 6.23c. [Pg.182]

The penalty as a result of the constraint having been identified enables judgment as to whether it is acceptable or too expensive. If it is too expensive, there is a choice between two options ... [Pg.183]

It might be possible to reduce the inventory significantly by changing reactor conversion and recycle inert concentration without a large cost penalty if the cost optimization profiles are fairly flat. [Pg.266]

Figure 16.5a shows the matches around the pinch from Fig. 16.4a with their duties maximized to tick-oflF streams. It should be emphasized that the tick-off heuristic is only a heuristic and can occasionally penalize the design. Methods will be developed later which allow such penalties to be identified as the design proceeds. [Pg.368]

The results given here are on a laboratory basis. During formulation in the refinery, the cold characteristics are much less satisfactory with a penalty of around for cases where it is desired to keep the same yield from the crude oil. [Pg.224]

A comfortable margin is maintained between the flowing tubing head pressure (downstream of compression) and the minimum pressure required for export, since the penalties for not meeting contract quantities can be severe. The decision not to install a fourth stage of compression in the above example is dictated by economics. During the final part of the pressure decline above, the field production is of course also declining. [Pg.199]

Lump Sum contract contractor manages and executes specified work to an agreed delivery date for a fixed price. Penalties may be due for late completion of the work, and this provides an incentive for timely completion. Payment may be staged when agreed milestones are reached. [Pg.301]

The most negative point on the cumulative cashflow indicates the maximum cash exposure of the project. If the project were to be abandoned at this point, this is the greatest amount of money the investor stands to lose, before taking account of specific contractual circumstances (such as penalties from customers, partner claims, contractors claims). [Pg.317]

For defect sizing by TOED, use of L waves involves a penalty in resolution of almost a factor of two at a given frequency because of difference in velocity as compared to shear waves and use of SV waves runs into difficulties because of the mode conversion problems. Further, problems due to couplant thickness variations, surface roughness affects, beam skewing and distortion problems in anisotropic welds can also be expected. On the contrary, SH waves are not affected... [Pg.721]

NMR can be carried out over a wide range of temperatures, although there is a time and often a resolution penalty in using temperatures other than ambient. An effective lower limit of - 150 °C is set by the lack of solvents that are liquid below this. Temperatures above 130 °C require special thennal protection devices, although measurements have even been made on molten silicates. [Pg.1440]

The general constrained optimization problem can be considered as minimizing a function of n variables F(x), subject to a series of m constraints of the fomi C.(x) = 0. In the penalty fiinction method, additional temis of the fomi. (x), a.> 0, are fomially added to the original fiinction, thus... [Pg.2347]

The perfomiance of the penalty fiinction algoritlun is heavily influenced by the value chosen for a.. The larger the value of o. the better the constraints are satisfied but the slower the rate of convergence. Optimizations with very high values of a, encounter severe convergence problems. However, the method is very general and... [Pg.2347]

Many of the molecular modelling force fields in use today for molecular systems can be interpreted in terms of a relatively simple four-component picture of the intra- and inter-molecular forces within the system. Energetic penalties are associated with the deviation of bonds and angles away from their reference or equilibrium values, there is a function... [Pg.183]

In the self-penalty walk (SPW) method of Czerminski and Fiber [Czerminski and Fiber 1990 Nowak et al. 1991] a polymer is constructed that consists of a series of M -F 2 monomers. Fach monomer is a complete copy of the actual system and so there are (M + 2)N atoms present in the calculation. The two ends of the polymer correspond to the two minima between which we are trying to elucidate the pathway (the reactant and the product ). [Pg.305]

A particularly important application of molecular dynamics, often in conjunction with the simulated annealing method, is in the refinement of X-ray and NMR data to determine the three-dimensional structures of large biological molecules such as proteins. The aim of such refinement is to determine the conformation (or conformations) that best explain the experimental data. A modified form of molecular dynamics called restrained moleculai dynarrdcs is usually used in which additional terms, called penalty functions, are added tc the potential energy function. These extra terms have the effect of penalising conformations... [Pg.499]

The additional penalty function that is added to the empirical potential energy function in restrained dynamics X-ray refinement has the form ... [Pg.501]


See other pages where Penalties is mentioned: [Pg.183]    [Pg.219]    [Pg.384]    [Pg.386]    [Pg.387]    [Pg.396]    [Pg.413]    [Pg.195]    [Pg.195]    [Pg.195]    [Pg.280]    [Pg.346]    [Pg.274]    [Pg.2267]    [Pg.2269]    [Pg.2347]    [Pg.2348]    [Pg.172]    [Pg.167]    [Pg.176]    [Pg.316]    [Pg.385]    [Pg.415]    [Pg.489]    [Pg.490]    [Pg.501]    [Pg.502]    [Pg.504]    [Pg.505]    [Pg.507]    [Pg.516]    [Pg.542]    [Pg.543]   
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See also in sourсe #XX -- [ Pg.668 ]

See also in sourсe #XX -- [ Pg.39 , Pg.48 ]

See also in sourсe #XX -- [ Pg.17 , Pg.55 , Pg.131 , Pg.133 , Pg.241 , Pg.274 , Pg.286 , Pg.342 , Pg.343 , Pg.353 , Pg.371 , Pg.403 , Pg.410 , Pg.416 , Pg.435 , Pg.439 , Pg.476 , Pg.585 , Pg.614 , Pg.629 , Pg.635 , Pg.685 , Pg.717 , Pg.724 , Pg.727 ]




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Affine gap penalties

Alcohol penalties

Amyl nitrite penalties

Antiterrorism and Effective Death Penalty Act

Associated penalty problem

Augmented Lagrangian Penalty Function

Augmented penalty function

Augmented penalty/equality relaxation

Bit Error Rate and Link Power Penalty

Bound-Constrained Formulation for Lagrangian Penalty Function

Capability penalties

Civil Monetary Penalty Inflation Adjustment

Civil Penalties Inflation Adjustment Act

Civil money penalties

Civil penalties

Civil penalties Reinspections

Civil penalty policy

Cocaine penalties

Codeine penalties

Conformational energy penalty

Constrained optimization penalty functions

Constrained penalty/barrier functions

Contract penalties

Controlled Substances conviction penalties under

Cost penalty

Coulombic penalty

Criminal penalties

Death penalty

Dehydration penalty

Desolvation penalty

Elastic stretching penalty

Energy penalties

Enthalpy penalty

Entropic penalty

Entropy penalty

Extrapolation, penalty

Fentanyl penalties

Fitting penalties

Flexibility penalty term

Free energy penalty

Gap penalties

Gap-opening penalty

Gravity based penalties

Gravity based penalties adjustment

Gravity based penalties determination

Gravity based penalties increase

Gravity-based penalty system.OSHA

Handling penalties

Higher Tier Penalties

Increase in the Space-Time Yield at a Constant Ohmic Penalty

Insertion penalties

Iteration penalty method

Iteration penalty method in Hilbert spaces

Lagrangian penalty function

Legal issues penalties

Link power penalty

Marijuana penalties

Methamphetamine penalties

Minimization Penalty and Barrier Functions

Multi-structure interpolation methods chain, locally updated planes, self-penalty walk, conjugate peak refinement and nudged elastic band

Negotiating a Penalty

Noise penalty

Nonsmooth exact penalty function

OSHA, citations and penalties

Offences and penalties

Ohmic penalty

On penalties

Opium penalties

Optimal control in the penalty problem

Optimization penalty

Other Penalty Terms

Outer approximation with equality relaxation and augmented penalty

PCB Penalty Policy

Penalties administrative

Penalties and Enforcement

Penalties and Enforcement Resources

Penalties calculation

Penalties complaints

Penalties fines

Penalties for possession

Penalties for violations

Penalties negotiation

Penalties reduction

Penalties safety

Penalties violations

Penalties, and Other Enforcement Measures

Penalties, determining

Penalties, for

Penalty Assessments

Penalty Inflation Adjustment

Penalty Mitigation

Penalty System

Penalty Taxes

Penalty analysis

Penalty barrier function

Penalty clauses

Penalty continuous

Penalty cost, recourse

Penalty discrete

Penalty elements

Penalty factor

Penalty factors.OSHA

Penalty formulation

Penalty function methods

Penalty function methods algorithm

Penalty function methods multipliers)

Penalty function, minimization

Penalty functions

Penalty method

Penalty operators

Penalty parameter

Penalty relation

Penalty relationship

Penalty schemes

Penalty terms

Penalty-Barrier Function Methods

Polychlorinated biphenyl Penalty

Polychlorinated biphenyl Penalty Policy

Polychlorinated biphenyls Penalty policy

Possession penalties

Power penalties

Prepayments penalties

Quadratic penalty function

Regulations penalties

Rohypnol penalties

Roughness penalty

Scoring functions penalty terms

Self Penalty Walk optimization

Self-penalty walk

Self-penalty walk method

Self-regulation penalties

Substitution Scores and Gap Penalties

The Self Penalty Walk Method

The penalty points

Tier Penalties

Tuning Based on Penalty Functions

Two Dimensional Penalty Formulation for Creeping Flow Problems

Weight and Cost Penalties Associated with Redundant Systems

Working equations of the continuous penalty scheme in axisymmetric coordinate systems

Working equations of the continuous penalty scheme in polar coordinate systems

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