Resistors:
- A resistor is a circuit component that dissipates electrical energy (usually as heat).
- Real-world devices that are modeled by resistors: glowing lights, warming components (stoves, radiators, and so on.), long wires.
- Parasitic Resistances: Many resistors on circuit diagrams model undesirable resistances in transistors, motors,etc.
- Resistance is measured in Ohms.
Ohm's Law:
- Ohm's law, named after Mr. Georg Simon Ohm, who defines the relationship between power, voltage, current and resistance.
- The voltage across a resistor is directly proportional to the current flowing through it.
- Conductor is also known as resistor.
- An ideal conductor is a material whose resistance does not change with temperature.
Voltage = Current * Resistance
V = I * R
Importance of Ohm's Law:
- Defines the relationship between power, voltage, current and resistance.
- These are the very basic electrical units we work with. The principles apply to a.c., d.c. or radio frequency.
Ohm's Law Formula's:
- For Voltage: E (volts) = I (current) * R (resistance).
- For Current: I (current) = E (volts) / R (resistance).
- For Resistance: R = E / I
Kirchhoff's Law:
- Kirchhoff's law, named after Mr. Gustav Robert Kirchhoff, these laws allowed to calculate the voltages and currents in multiple loop circuits.
- The amount of current that enters a junction is equivalent to the amount of current that leaves the junction.
Current into junction = Current leaving junction
- Kirchhoff's Current Law and Kirchhoff's Voltage Law are fundamental properties of circuits that make analysis possible.
Circuit Topology:
- A Node: Any point where 2 or more circuit branches are connected together.
- A Branch: Represents a single circuit (network) element; that is, any two nodes.
- A Loop: loop is any closed path in a circuit (network). It is said to be independent if it contains a branch which is not in any other loop.
Law's:
- Kirchhoff’s Current Law (KCL)
- sum of all currents entering a node is zero
- sum of currents entering node is equal to sum of currents leaving node
2. Kirchhoff’s Voltage Law (KVL)
- sum of voltages around any loop in a circuit is zero
Kirchhoff's Rules:
- Junction Rule: At any junction (3 or more connections) the sum of all currents = 0, there can be no charge work at the junction.
- Loop Rule: The sum of the potential differences over all elements around a closed loop must = 0
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