The phrase "a typical system for" is correct and usable in written English.
It can be used when describing a common or standard type of system designed for a specific purpose or function.
Example: "A typical system for managing inventory includes tracking software and automated reordering processes."
Alternatives: "a standard system for" or "a conventional system for".
A typical system for which embedded training is applicable is broadly depicted in the figure above.
A typical system for a semi-detached house with 10 panels would cost from £4,550, the company said.
A typical system for the direct measure of ocean currents has three principal components: a surface or near-surface float; a line consisting of segments of wire and nylon that holds the current meters; and a release mechanism, signalled acoustically, which will drop an anchor when the system is ready to be brought back.
The numerical predictions are compared with experimental measurements for a typical system of 2-ethyl-1-hexanol drops forming and breaking into quiescent water, and the results show excellent agreement.
The cost of installing a typical system suitable for a detached home ranges from about £6,000 to £12,000, according to the Energy Saving Trust.
If we assume that the average is somewhere in between, that's an embodied energy of 120MJ/kg, This means that for a typical system boiler with an output of 24 KW, the embodied energy is about 1,200 kWh.
For a typical system, we introduced heat flux and nonequilibrium (viscous) stresses as thermodynamic fluxes corresponding to irreversible heat transport and viscous processes.
Experimental data from the literature, new measurements of non-steady-state permeation and a molecular dynamics simulation of a gas-polymer sticking probability for a typical system are used to construct and validate the model framework.
Modeling and simulation results obtained for a typical system with switching operations depict the good correlation between steady and transient behavior, supporting the results given by tools intended for stationary analysis of harmonics performance.
The results show that the model successfully predicts the heat needs of pressure reduction stations and, for a typical system configuration, characterised by an expansion ratio of 4.8, a maximum waste energy recovery of about 69% could be achieved when the system is operating at nominal conditions.
To investigate the performance of our proposed algorithm for a typical system, we consider the network setting with N=10 and M=4.
