# Unit Of Electrical Resistance 3 Letters

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Ohm’s law relates current, voltage, and resistance for a linear device so that if two are known, the third can be calculated.

## Unit Of Electrical Resistance 3 Letters

With current, voltage and resistance being three of the main circuit quantities, this means that Ohm’s Law is also hugely important

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Ohm’s law is used in all branches of electrical and electronic science, and especially in the design of electronic circuits. It is used to calculate the value of resistors required in circuits and it can also be used to determine the current flowing in a circuit where the voltage can be easily measured across a known resistance.

Ohm’s law is used in a large number of calculations in all forms of electrical and electronic circuitry – in fact, anywhere that current flows. Here we provide the equations, Ohm’s law triangle as an auxiliary memory, and an Ohm’s law calculator for when the values ​​are not easy to calculate.

There is a mathematical relationship that connects current, voltage and resistance. A German scientist named Georg Ohm conducted many experiments in an attempt to show a connection between the three. At the time when he carried out his experiments there were no gauges as we know them today.

Although Georg Ohm knew that there was a connection between potential difference, current and resistive properties of a material, it was very difficult to find out what this was – although it seems very obvious today.

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It took considerable effort for Ohm to make his first attempt to discover the relationship, but this was soon proven wrong – the internal resistance of the batteries he used was probably the cause.

Born in Erlangen, about 50 miles north of Munich in 1879, Georg Ohm became one of the people who did much research into the new science of electricity, discovering the relationship between voltage and current in a conductor – this law is now called Ohm’s Law , which honors the work he did.

Ohm’s law describes the way current flows through a material when different voltage levels are applied. Some materials such as electrical wires offer little resistance to the current, and this type of material is called a conductor. If, for example, this conductor is placed directly over a battery, a lot of current will therefore flow.

In other cases, another material may impede the flow, but still allow something. In electrical circuits, these components are often called resistors. But other materials release almost no current, and these materials are called insulators.

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To get a first idea of ​​what is happening, it is possible to compare the electrical situation with the flow of water in a pipe. The voltage is represented by the water pressure in the pipe, the current is represented by the amount of water flowing through the pipe, and finally the resistance corresponds to the size of the pipe.

One can imagine that the wider the pipe, the more water will flow. The reason for this is that it is easier for more water to flow through a wider pipe than a narrower one – the narrower gives more resistance to the water flow. Also if there is more pressure into the pipe, more water will flow for the same pipe.

Ohm determined that for common materials, doubling the voltage doubled the current for a given component. Different materials or the same materials with different shapes will provide different levels of resistance to the current.

Ohm’s law states that the current flowing in a circuit is directly proportional to the applied potential difference and inversely proportional to the resistance in the circuit.

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In other words, doubling the voltage across a circuit will also double the current. But if the resistance is doubled, the current will drop by half.

The formula can be manipulated so that if any two quantities are known, the third can be calculated.

To help remember the formula, it is possible to use a triangle with one side horizontal and the apex on top as a pyramid. This is sometimes known as Ohm’s law triangle.

In the upper corner of Ohm’s law triangle is the letter V, in the left corner, the letter I, and in the lower right corner, R.

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To use the triangle, cover the unknown quantity and then and then calculate it from the other two. If they line up, they are multiplied, but if one is on top of the other, they must be divided. In other words if current has to be calculated then the voltage is divided by the resistor ie V/R and so on.

If the voltage needs to be calculated, find it by multiplying the current by the resistance, i.e. I x R.

If a voltage of 10 volts is placed across a 500 ohm resistor, determine the amount of current that will flow.

Looking at Ohm’s law triangle, the current is the unknown, leaving the voltage and resistance as known values.

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If the values ​​are not easy to calculate, use the calculator at the bottom of the page.

Similarly, it is possible to use Ohm’s law to find the resistance if the current and voltage are known. Take, for example, a voltage of 10 volts and a current of 0.1A. Using Ohm’s law triangle it can be seen that:

Finally, the second combination is that the resistance and current are known, then it is possible to calculate the voltage expected across the resistance. Take the example of a 250 Ω gap that has a current of 0.1 A flowing through it, then the voltage can be calculated as below:

Although the calculations for Ohm’s Law are simple, it is sometimes very useful to have a calculator on a website to calculate the actual values, especially if the values ​​are not exact and will need some form of calculator anyway.

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Our calculator is very simple. Add the two values ​​you have, then press return for the third to be calculated. It is also possible to use the up and down arrows in the boxes as well.

The Ohm’s Law calculator will determine the values ​​for resistance in ohms, current in amperes, or voltage in volts provided two of the three are known.

Using Ohm’s Law, one can see that if the voltage and current were plotted for a fixed resistance or a length of wire, etc., it would be a straight line.

It can be seen that doubling the voltage doubles the current passing through that particular circuit element.

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On the graph there are two lines, one for higher resistance – this requires more voltage to apply a given current. Consequently, this must have a higher resistance. Conversely, the curve for the lower resistance shows a component that requires a lower voltage to be applied for a given current.

Components that have a linear or straight line follow Ohm’s law and they are known as ohmic conductors. However, not all electrical electronic components have a straight line plot of voltage and current. For a number of reasons, they may have a different voltage/current characteristic. These conductors are often said to be non-ohmic.

Ohm’s law is one of the most fundamental concepts in electrical and electronic engineering. The concept of an object having a certain resistance that determines the amount of current that flows through it for a certain voltage is key to the operation of virtually all circuits.

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Electronics Notes offers a range of products at very good prices from our shopping sites (in partnership with Amazon). Check out these pages on our website: A derived unit is a unit of measurement in the International System of Units (SI) that is derived from one or more of the seven base units. Derived entities are either dimensionless or are a product of base entities.

The names of the derived entities are all written in lowercase letters. Most of the names are just combinations of base units, but there are 22 derived units with special names. The symbols for units named for people begin with a capital letter.

For example, the watt, hertz, and coulomb are derived units named after people. Their symbols are W, Hz, and C, respectively. Other examples of derived units include meters per second (m/s), cubic meters (m

There are 22 derived units with special names, including the dimensionless derived units radian (rad) and steradian (sr). However, there are over 100 other derived units that are expressed in terms of their base units.

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