Yangastrup4554

Z Iurium Wiki

While the price of producing capability is high, power demand is variable, making it usually cheaper to import needed energy than to generate it regionally. Because hundreds usually rise and fall together throughout giant areas, energy often comes from distant sources. Because of the financial benefits of load sharing, wide space transmission grids might span international locations and even continents. Interconnections between producers and shoppers allows energy to circulate even when some hyperlinks are inoperative.



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" width="601px" alt="Transmission and Distribution"/>

The United States has monumental assets to put behind solutions to this energy problem; the dilemma is to determine which solutions are the right ones. Before deciding which power applied sciences to develop, and on what timeline, we want to understand them higher. EThe $30 billion (in 2002 dollars) that EPRI estimated for investment in superconducting cables has been faraway from the whole investment wanted for the transmission system. This configuration remains the architecture of most management facilities in place today.

The costs of growing the wanted software to function the hardware for control might be significant. In fashionable substations, some of that are already in place, the substation control and protection system is digital and the connectivity is through a local area community (LAN) inside the substation. Data could be sampled many instances per second, quite than once every few seconds. Most of the substation’s controllers and protection systems, identified collectively as clever digital units (IEDs), are based mostly on microprocessors, as are recording systems corresponding to fault recorders and sequence-of-events recorders. A T&D system requires power-flow control and safety in opposition to overloads and instability. The electromechanical devices presently used for these purposes are slow and cannot react quickly sufficient to deal with rapid transients, but fashionable solid-state energy electronics can overcome this problem.

An electrical energy system or electrical grid is named a big community of energy producing vegetation which linked to the buyer masses. Summing the T&D system expenditures wanted to satisfy load development and to right deficiencies with the expenditure needed for the modern T&D system is more probably to overestimate the total funding needed. When new traces are built (or rebuilt) to fulfill load development, the additional funding to install modern technologies is less vital. For instance, dynamic thermal circuit score may help to satisfy load development by rising the capability of existing traces, however that is also an necessary a half of a contemporary transmission system. Correcting for such overlaps (synergies), EPRI’s estimate of the whole investment needed in the T&D system is proven in Table 9.A.three. Thus the communication system for both the transmission and the distribution system will want to be able to handle a broad range of velocity and quantity necessities.

Switching Careers Into Green Vitality – What You Have To Know



A recurring theme in blackout investigations has been the necessity for higher visualization capabilities and decision-support instruments over a large geographic area. In many circumstances, a human operator would require no less than some seconds to decide, however computerized controls function on the order of milliseconds. IDST allows grid operators and managers to make quicker selections by converting the complex power-system data into information that can be understood at a glance. Improved visualization interfaces and decision-support applied sciences will improve reliability, decrease outages because of natural causes and human error, and improve asset management.

Several custom-power gadgets are commercially out there to regulate voltage or present. The current market is about a hundred units (greater than 1 MW rating) per year, representing about $50–100M. Average hundreds are a lot lower than peak masses, but the system must be sized to accommodate peak hundreds along with adequate security margins to allow for failure contingences. Over the course of a 12 months, the transmission system carries solely about 50 p.c of its full load capacity, and that fraction is dropping.

Historically, we have carried out it from chemical energy using cells or batteries. Also, the TCN and the Bayelsa authorities agreed to work collectively to create a new  work centre at Yenagoa to additional improve bulk power transmission and cut back downtime every time a fault happens. The authorities had a number of years back considered splitting state-owned gasoline utility GAIL (India) Ltd by hiving off its pipeline business right into a separate entity and promoting it off to strategic investors. This is as a end result of GAIL owns greater than two-thirds of the nation's pipeline networking, getting it a stranglehold available on the market.















Ee3401 Transmission And Distribution (td) Notes Part A & Half B Essential Questions With Solutions



For instance, research and growth (R&D) is still wanted on lots of the algorithms concerned (J. Eto, personal communication, 2008). In addition, integrating the model new technologies shall be a significant problem. With such a imaginative and prescient in place, modern applied sciences could be seamlessly deployed throughout regions. For instance, they would be incorporated each time new facilities had been built, whereas control centers could be steadily modernized. Capacitor and control software program, in addition to tools for improved decision assist, may then begin to be carried out.

However, because the invention of generator had occurred, it turned the method to first convert some type of energy into mechanical type of vitality after which changing it into electrical type of vitality using generator. The distribution methods could probably be modernized by 2030 if such a consensus is reached nationwide. The U.S. electric T&D infrastructure stays dependent upon applied sciences developed and deployed within the Nineteen Fifties and Nineteen Sixties. Recently, many factors, including changes within the regulatory construction of the ability industry, have lowered the reliability of this important national infrastructure.









  • The transmission system usually doesn't have a large buffering capability to match hundreds with era.








  • Automatic control motion to stabilize the power system after a disturbance needs to be taken in well beneath a second, thus requiring measurement sampling of around 60 times a second.








  • This estimate was confirmed by personal communications with consultants at EPRI and EEI.








  • All FACTS units might help stabilize the ability system and enhance the usable capacity of lines.










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Some lowering of this quantity may be potential with aggressive electrical energy end-use effectivity measures. By 0.7 p.c per year to according to the reference case of the DOE Energy Information Administration (EIA, 2008) and the alternative of getting older parts with equivalent technology. This lower “was principally because of uncertainty in the fee of return on investment (and whether it would be modified or disallowed in future years) provided to transmission owners/investors” (EPRI, 2004). Transmission funding averaged about $3 billion per 12 months from 1995 to 2000.

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