Hello World! & Welcome to Arturo G´s Blog of Navigation Systems Subject.
In the 1st part of our "Circuit Analysis" we will start defining what a circuit is and what are the main circuit symbols of our future wonderful electrical construction. Then...
Here we go!
An electronic circuit is a connection of individual electronic components, such as resistors, capacitors and inductors, through conductive wires. In a circuit the electric current can flow, but to make it work we need to feed the circuit and assure it is closed.
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)
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)
Now, and as we know basically what a circuit is (network that leads and transforms the electrical energy in other different types of energy that we can use at home, as light energy, heat, movement...) and what are the main circuit symbols, we can start with a deeper analysis of a circuit, in paper and the real life. That´s why we are going to begin the next part explaining the "electric magnitudes".
In the 1st part of our "Circuit Analysis" we will start defining what a circuit is and what are the main circuit symbols of our future wonderful electrical construction. Then...
Here we go!
Part 1: The circuit, definiton & main circuit symbols
Definition:
Explanation:
The explanation of a circuit is as simple as we need, for example, turn on a lamp, because we need some light, or use a heater (that use resistors), because we are very cold at home and we need more temperature, but what do we need to perform this action? The answer is that we have to build and electronic circuit, using wires that led the current (from a baterry for example) and a power supply to feed that circuit, which makes possible that the lamp or the heater we want use begins to work.
The explanation of a circuit is as simple as we need, for example, turn on a lamp, because we need some light, or use a heater (that use resistors), because we are very cold at home and we need more temperature, but what do we need to perform this action? The answer is that we have to build and electronic circuit, using wires that led the current (from a baterry for example) and a power supply to feed that circuit, which makes possible that the lamp or the heater we want use begins to work.
Circuit Symbols:
The main circuit symbols we have to know in order to analyse an electronic circuit are:
Now, and as we know basically what a circuit is (network that leads and transforms the electrical energy in other different types of energy that we can use at home, as light energy, heat, movement...) and what are the main circuit symbols, we can start with a deeper analysis of a circuit, in paper and the real life. That´s why we are going to begin the next part explaining the "electric magnitudes".
Come with us if you want know more & more!
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