- Electricity
- Voltage Current Resistance
- Star Delta Transformation
- Practical Voltage and Current Sources, equivalent circuit diagram
- Capacitor to DC voltage
- Inductors in DC Circuits
- Alternating current
- AC Inductive Circuits
- Three-phase Current
- Transformer
- Complex numbers
- Locus Diagram in AC circuits
- Videos electrical engineering
- Index electrical engineering

(Deutsch)

## How to explain what is electric current, voltage and resistance?

How can the terms "current", "voltage", "resistance" and "electrical power" be explained without having to go too deep into physics? One possibility would be the water model:

We compare:

Water flow or amount of water <=> **Electrical current I (unit A Ampere)**

Fall height water <=> **Voltage V (unit V volt)**

How can the **E****lectrical power P** be derived? Also using a water model:

When does the water wheel turn the faster? The larger the quantity of water. **=> P ∼ I**

When is the torque of the waterwheel the greater? The greater the fall height of the water. **=> P ∼ U**

=> **P = U * I Unit: W Watt**

### Ohm's law is explained using the water model

Ohm's law describes the relationship between voltage, current and resistance. Here too, one can get an explanation with the help of the water model:

You can see: When there is great resistance, we have a small (water) current and the water wheel turns slowly.

**I ∼ 1 ⁄ R **...(1)

As you see: The greater the height of fall or pressure of the water, the greater the water flow and the faster the water wheel turns. According to our analogy the following proportionality applies: **I ∼ V **...(2)

If you combine both proportions ... (1) and ... (2), you get the so-called **Law of Ohm**:

**I = V ⁄ R ** or **R = V ⁄ I **or** V = R * I**

**R** stands for **Ohmic resistor in Ω** (**Ohm**)