A generating station for a power system consists of five synchronous generators with an identical speed drop of 60 MW/Hz. All five generators equally share a 1000 MW load (200 MW each) with a system frequency of 60 Hz.

Calculate the no-load frequency for each of the generators.

Question

12-09-2024
Physics

High School

We appreciate your visit to A generating station for a power system consists of five synchronous generators with an identical speed drop of 60 MW Hz All five generators equally. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!

A generating station for a power system consists of five synchronous generators with an identical speed drop of 60 MW/Hz. All five generators equally share a 1000 MW load (200 MW each) with a system frequency of 60 Hz.

Calculate the no-load frequency for each of the generators.

Answer :

Other Questions

An astronaut weighs [tex]W = 180[/tex] pounds on the surface of Earth,

Many credit card companies charge a compound interest rate of 1.8% per

Scores on a standard IQ test are approximately Normally distributed with A-100

The manager of a care facility advocates traditional management science. What is

Standard safety performance specification for soft contained play equipment: A. ASTM F1918

Find the median of the following set of numbers: 4.3, 3.8, 3.3,

Select the correct location on the image. A plant has two alleles

problem solving with fractions and percentages- can someone solve this please PROBLEM

Leak 1 and Leak 2 are at the same height from the

Sue's ice cream has 6 more scoops than Tessa's ice cream cone.

KyleEvans KyleEvans · Answer 1 · 2024-03-04T23:09:30-05:00

Final answer:

The no-load frequency for each generator in the power station is 63.33 Hz, as calculated using the speed drop of 60MW/Hz and the individual generator load of 200MW.

Explanation:

In this question, we are asked to calculate the no-load frequency for each of the generators in the power station. To do that, first we need to understand that the speed drop rate refers to the change in the generator speed as the load changes. In our case, it's 60 MW/Hz. So, when the generator is running at no load, the load power change should be 200 MW, which is the load for one generator.

Using the speed drop rate, we can calculate the change in frequency: Δf = ΔLoad / Speed Drop Rate = 200MW / 60 MW/Hz = 3.33 Hz. Thus, the no-load frequency would be the system frequency plus the aforementioned change, which is 60 Hz + 3.33 Hz = 63.33 Hz. So, the no-load frequency for each generator is 63.33 Hz.

Learn more about No-load frequency here:

https://brainly.com/question/33468575

#SPJ4

A generating station for a power system consists of five synchronous generators with an identical speed drop of 60 MW/Hz. All five generators equally share a 1000 MW load (200 MW each) with a system frequency of 60 Hz.Calculate the no-load frequency for each of the generators.

Answer :

Final answer:

Explanation:

Learn more about No-load frequency here:

Other Questions

A generating station for a power system consists of five synchronous generators with an identical speed drop of 60 MW/Hz. All five generators equally share a 1000 MW load (200 MW each) with a system frequency of 60 Hz.

Calculate the no-load frequency for each of the generators.