Mcdonaldlowery4123

Z Iurium Wiki

Under these circumstances, blading becomes strictly a response sort design with the base of the blade solely impulse. As the volume increases, the blade top will increase, and the bottom of the blade spins at a slower velocity relative to the tip. This change in velocity forces a designer to alter from impulse at the base, to a excessive reaction-style tip. Steam turbines had been pioneered by British engineer Charles Parsons(1854–1931), who used them to power a famously speedy motorboatcalled Turbinia in 1889. In a coal-fired plant, coal is burned in a furnaceand used to heat water to make steam that spins high-speed turbinesconnected to electrical energy turbines. In a nuclear energy plant, theheat that makes the steam comes from atomic reactions.

Phrases Containing Turbine



Turbines, in collaboration with varied energy era applied sciences, form the spine of an electrical energy provide. They drive generators, enabling the conversion of mechanical vitality into electricity. Power plants, both standard and renewable, rely on generators to generate the large quantities of electrical energy demanded by society. In an impulse turbine, a fast-movingfluid is fired via a slender nozzle at the turbine blades to make them spin around.

Turbines require regular maintenance and periodic inspections to make sure optimal efficiency and longevity. Challenges arise due to their usually distant areas, huge numbers, and the complexity of their components. Accessing turbines for upkeep functions could be difficult, especially in offshore wind farms or remote areas. Balancing provide and demand is essential, particularly when the ability produced by turbines exceeds the grid's quick capacity. The improvement of bird-friendly designs, similar to improved blade visibility and tower lighting practices, is an ongoing focus of analysis to further mitigate environmental impacts. Ecological factors are additionally thought-about when deploying turbines in sensitive environments.

For gasoline turbines, the vitality extracted from the fluid additionally can be expressed by means of the enthalpy change, which for a gasoline is sort of proportional to the temperature drop across the turbine. In gas turbines the working fluid is air blended with the gaseous merchandise of combustion. Most gas-turbine engines embody at least a compressor, a combustion chamber, and a turbine. These are usually mounted as an integral unit and function as an entire prime mover on a so-called open cycle the place air is drawn in from the environment and the products of combustion are finally discharged once more to the atmosphere. Since profitable operation is decided by the integration of all elements, it could be very important consider the whole device, which is actually an internal-combustion engine, quite than the turbine alone. For this cause, fuel generators are handled within the article internal-combustion engine.

Now, to their shock, flip it on actually onerous and get them to keep their hand there. Off- VFD is often displayed as a turbine map or characteristic. Computational fluid dynamics dispenses with lots of the simplifying assumptions used to derive classical formulas and pc software program facilitates optimization. These instruments have led to regular enhancements in turbine design over the last forty years.

Clipping And Clamping Circuits: Capabilities, Sorts, Functions



A turbine is a turbomachine with at least one transferring part called a rotor meeting, which is a shaft or drum with blades hooked up. Moving fluid acts on the blades in order that they move and impart rotational vitality to the rotor. Whilst this makes the Parsons turbine for much longer and heavier, the general effectivity of a reaction turbine is slightly greater than the equal impulse turbine for a similar thermal power conversion. The word "turbine" was coined in 1822 by the French mining engineer Claude Burdin from the Greek τύρβη, tyrbē, meaning "vortex" or "whirling". Benoit Fourneyron, a former pupil of Claude Burdin, constructed the first practical water turbine.

Process Controllers And Its Sorts



They are essential in generating electricity, powering engines, and driving industrial machinery. These engines are normally pushed by turbofans, that are examples of gasoline generators. In a pump, you've a spinning paddle wheel that sucks water in by way of one pipe and throws it out from another so you can transfer water (or one other liquid) from one place to a different.









  • As the steam enters the pipe, it’s channeled previous each stage in flip so progressively more of its energy is extracted.








  • Wind turbines also acquire some power from the impulse of the wind, by deflecting it at an angle.








  • Turbines are used to transform energy from pure or mechanical sources (such as wind, steam, water, or gas) into mechanical energy, which is then usually converted into electrical power.








  • In a pump, youhave a spinning paddle wheel that sucks water in through one pipe andthrows it out from another so you can transfer water (or one other liquid)from one place to a different.








  • Turbine, any of assorted units that convert the power in a stream of fluid into mechanical vitality.








  • They're easy in design, straightforward to build, and cheap to take care of, not least as a result of they don't have to be contained inside a pipe or housing (unlike reaction turbines).










The efficiency (work produced by the turbine divided by the kinetic power of the free jet) can exceed 91 % when working at 60–80 percent of full load. Hydroelectric generators harness the potential energy of flowing water or hydraulics to generate electricity. They play a crucial role in hydroelectric energy vegetation, changing the vitality from river dams or tides into electric energy. Hydroelectric generators are celebrated for his or her renewable nature, sustainable operation, and minimal environmental influence.

In apply, fashionable turbine designs use each reaction and impulse ideas to varying levels every time possible. Wind turbines use an airfoil to generate a response raise from the transferring fluid and impart it to the rotor. Wind turbines additionally gain some energy from the impulse of the wind, by deflecting it at an angle. Turbines with multiple phases could use both reaction or impulse blading at high strain. Steam generators have been historically more impulse however proceed to maneuver towards reaction designs much like these utilized in gasoline turbines. At low stress the operating fluid medium expands in quantity for small reductions in stress.















The water, which has kinetic and potential power, is allowed to fall on a turbine which spins a shaft linked to a generator, thus generating electrical energy. These generators are essential in the area of hydropower - the method of acquiring energy from water. A steam turbine has a set of blades (called nozzles), a shifting set (called rotor blades), a diaphragm, bearings (journal type), a governor lubrication system, input and output piping techniques, all enclosed in a casing. As renewable energy sources, including wind and hydroelectric energy, gain prominence, electric grid integration poses a challenge for turbines. Their intermittent nature and fluctuating energy output require effective administration to maintain a stable and dependable electricity provide. Engineers and researchers continuously attempt to enhance the aerodynamic design of turbine blades to maximise power extraction from fluid or air.



MCB 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" width="604px" alt="Turbine"/>

Turbine, any of various devices that convert the power in a stream of fluid into mechanical power. The conversion is mostly completed by passing the fluid by way of a system of stationary passages or vanes that alternate with passages consisting of finlike blades connected to a rotor. By arranging the move in order that a tangential pressure, or torque, is exerted on the rotor blades, the rotor turns, and work is extracted. The aviation industry closely depends on turbines to power plane engines. Turboprop and turbofan engines, powered by fuel turbines, present the thrust required for plane propulsion. These turbine-driven engines provide excessive performance, fuel effectivity, and dependable operation, making air journey more efficient and safer.

They use flamable fuels corresponding to natural gas or diesel to generate mechanical energy. The resulting energy is used extensively in energy crops, aircraft engines, and varied industrial applications. Gas generators are extremely regarded for his or her compact dimension, fast startup, and skill to adapt to fluctuating masses. The principle of a turbine relies on converting the kinetic or thermal vitality of a shifting fluid into mechanical energy by rotating blades attached to a rotor.

Autoři článku: Mcdonaldlowery4123 (Solis Coley)