Kelvin’s law

by Joost Nusselder | Updated on:  July 24, 2021
I love creating free content full of tips for my readers, you. I don't accept paid sponsorships, my opinion is my own, but if you find my recommendations helpful and you end up buying something you like through one of my links, I could earn a commission at no extra cost to you. Learn more

The Kelvin’s law is an important equation for people in the business of buying and installing transmission lines. The mathematical statement revolves around finding what size conductor will have equal annual losses to costs, which goes a long way towards making decisions about future investments without taking into account other factors such as environmental impact or cost-of-living difference between communities that would be connected by new line installation.

The Kelvin’s Law states that when there are no externalities taken into consideration whether they be social, economic, political etc., then it becomes very easy to determine how much money should go on capital investment before having any more loss than can even begin rebuilding itself at all levels with profits coming back year after year.

The Kelvin’s law states that the most economical size of a conductor is determined by how much energy it loses every year. The more loss, the bigger and heavier you have to make your conductive layer in order to keep losing less than what you produce annually.

Why is it necessary to determine the most economic size of a conductor?

The size of a conductor is important for determining the best cost to maintain it. This can be found out by Kelvin’s law which determines that an x-section has minimum total annual costs when its area equals the economic size.

Also read: these are the best ways to store your bike when living in an apartment

I'm Joost Nusselder, the founder of Tools Doctor, content marketer, and dad. I love trying out new equipment, and together with my team I've been creating in-depth blog articles since 2016 to help loyal readers with tools & crafting tips.

Product prices and availability are accurate as of the date/time indicated and are subject to change. Any price and availability information displayed on Amazon.com at the time of purchase will apply to the purchase of this product.