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Steady-state analysis load-flow calculation

The earth-return impedance is far greater than the conductor internal impedance thus, the latter can be neglected. However, in a steady-state analysis such as fault and load flow calculations in a multiphase line, the positive-sequence (mode 1) component is important, and the conductor internal impedance is dominant for the positive-sequence component. [Pg.167]

Numerical simulations of a wind farm using the EMTP are explained in this chapter. Vbltage increase due to the charging current of the cables is easily obtained by the EMTP s steady-state analysis routine. The load-flow calculation option of the EMTP called FIX SOURCE enables an estimation of the steady-state behavior of the wind farm, which has plural generators. These techniques are applicable to a simulation of conventional grids. [Pg.374]

The conversion of fuel nitrogen (o ammonia has been calculated for a number of steady-state periods with different fuels and different operational parameters of the gasifier (temperature, pressure, load, etc.). The calculations suffer from two difficulties, one being the uncertainty of the fuel nitrogen analysis, and the other the uncertainty concerned with the measurement of the biomass fuel flow. [Pg.528]

The automatic relative viscometer is ideally suited for measuring dilute polymer viscosities. It provides faster analysis and greater precision than is obtainable with conventional glass tube viscometers (Ubbelohde or Cannon-Fenske), which it replaces. The principle of operation is based on measurement of pressure drops due to the continuous forced flow of solvent and sample through two stainless steel capillary tubes placed in series. The pressure drop across each capillary tube obeys Poiseuille s law. The pressme drop is measured by a differential pressure transducer. The sample solution is loaded into a sample loop via a syringe pump and then pushed into one of the two capillaries. A steady-state condition is reached when the sample solution completely fills capillary 2, solvent remaining in capillary 1 at all times. The relative viscosity of the sample solution is determined simply and directly by the ratio of the pressure drops. From the measured relative viscosity, all other solution viscosity measurements can be calculated. Solution viscosities are determined by the viscosity of the sample relative to the reference solvent. The relative viscometer measures the solvent and sample viscosity simultaneously, so errors due to temperatme fluctuation and solvent variations are avoided. The main advantages of this approach are ... [Pg.29]

The compressor is modeled with either the new RELAP5-3D compressor component or a pump component. The RELAP5-3D compressor component is used for all steady state and transient runs except for the complete loss of electrical load (overspeed) transient in which the pump component was used, The compressor component requires compressor data that covers the range of flow rates and shaft speeds that occur during a transient. Since the overspeed transient takes shaft speed well beyond the available compressor data, the necessary data extrapolation introduced too much error into the calculation and in many cases made the compressor unstable. The pump model, on the other hand, is able to calculate performance at the very high shaft speeds, and the pump performance curves were extrapolated to the necessary operating points. More compressor data would have been required to refine the analysis of the overspeed transient had the design continued. [Pg.703]


See other pages where Steady-state analysis load-flow calculation is mentioned: [Pg.132]   
See also in sourсe #XX -- [ Pg.301 , Pg.302 ]




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