# What is a Resistor? Construction, Circuit Diagram, and Applications

The **resistor** is one of the most essential electrical and electronic component that is used in various electronic devices. These are available in different sizes as well as shapes in the market based on the application. We know that, any basic **electrical and electronic circuit’s** works with the flow of current. Additionally, this is also categorized into two types namely **conductors as well as insulators**. The main function of **the conductor** is to allow the flow of current whereas **an insulator** doesn’t allow the flow of current. Whenever a high voltage is supplied through a conductor like metal, then the total voltage will supply through it. If the resistor is connected to that conductor then the flow of current, as well as the voltage, will be restricted. This article discusses an overview of the resistor.

## What is a Resistor?

The **definition of the resistor** is, it is a basic two-terminal **electrical and electronic component** used to restrict the current flow in a circuit. The resistance toward the flow of current will result in the voltage drop. These devices may provide a permanent, adjustable resistance value. The value of resistors can be expressed in Ohms.

Resistors are employed in several electrical as well as **electronic circuits** to make a known voltage drop otherwise current to voltage (C-to-V) relationship. When the flow of current in a circuit is identified then a resistor can be utilized for creating an identified potential difference which is proportional to the current. Similarly, if the voltage drop across two points in a circuit is identified, a resistor can be utilized for creating an identified current which is proportional to that dissimilarity. Please refer to the link to know more about:

### What is Resistance?

The resistance can depend on the** Ohm’s law** which is discovered by the German physicist namely “**Georg Simon Ohm**”.

The **Ohm’s law can be defined as**; the voltage across a resistor is directly proportional to the current flow through it. The Ohms law equation is;

** V = I * R**

Where ‘V’ is voltage, ‘I’ is current and ‘R’ is resistance

The units of resistance are Ohms, and the superior several multiple values of ohm include KΩ (Kilo-Ohms), MΩ (Mega-Ohms), Milli Ohms, etc

## Construction of a Resistor

For example, a carbon film resistor is taken to give details of the **construction of a resistor**. The construction of a resistor is shown in the below diagram. This resistor consists of two terminals like a normal resistor. The construction of a carbon film resistor can be done by placing the carbon layer on a substrate of a ceramic. The carbon film is a resistive material toward the flow of current in this resistor. However, it blocks some amount of current.

The substrate of the ceramic performs like the insulating material toward the current. So it doesn’t let the heat through the ceramic. Thus, these resistors can resist high temperatures without any harm. The end caps on the resistor are metallic that are placed at both ends of the terminals. The two terminals are connected at the two metallic end caps on the resistor.

This resistor’s resistive element is covered by epoxy intended for safety. These resistors are mostly used due to the less noise they produce compare with carbon composition resistors. The tolerance value of these resistors is low then the carbon composition resistors. The tolerance value can be defined as the dissimilarity among our preferred resistance value, as well as the genuine construction value. The resistors are accessible in the range from 1Ω to 10MΩ.

In this resistor, the preferred resistance value can be attained with either cutting the width of a carbon layer in a helical style with its length. Generally, this can be done with the help of **the LASER**. Once the required resistance value is attained then the cutting of metal will be stopped.

In this type of resistor, when the resistance of these resistors decreases once the temperature increases, which is known as the high negative temperature coefficient.

### Resistor Circuit Diagram

The **simple resistor circuit diagram** is shown below. This circuit can be designed using a resistor, a battery, and an LED. We know that the function of resistance is to restrict the flow of current throughout the component.

In the following circuit, if we want to connect the LED directly with the voltage source battery, then it will damage immediately. As the LED will not allow a large amount of flow of current through it, due to this reason a resistor is employed in between the battery as well as LED for controlling the flow of current toward the LED from the battery.

The resistance value mainly depends on the rating of the battery. For example, if the rating of the battery is high, then we have to use the resistor with high resistance value. The resistance value can be measured using the formula Ohm’s Law.

For example, the voltage rating of the LED is 12 volts, and the current rating is 0.1A otherwise 100mA, then calculate the resistance using Ohms Law.

We know that **Ohms Law** **V =I X R**

From the above equation, the resistance can be measured as **R = V/I**

**R=12/0.1= 120 Ohms**

So, in the above circuit, a 120 Ohms of the resistor is used for avoiding the LED damage from the overvoltage of the battery.

### Resistors in Series and Parallel

The simple way of connecting resistors in series as well as parallel in the circuit is discussed below.

### Resistors in Series Connection

In a series circuit connection, when the resistors are connected in series in a circuit, then the flow of current through the resistors will be same. The voltage across all resistors is equivalent toward the number of voltages across every resistor. The circuit diagram of the resistors in series connection is shown below. Here the resistors used in the circuit are denoted with R1, R2, R3. The total resistance of the three resistors can be written as

**R Total = R1 + R2 = R3**

### Resistors in Parallel Connection

In a **parallel circuit connection**, when the resistors are connected in parallel in a circuit, then the voltage across every resistor will be same. The flow of current across the three components will be the same as the amount of current across every resistor.

The circuit diagram of the **resistors in parallel connection** is shown below. Here the resistors used in the circuit are denoted with R1, R2, and R3. The total resistance of the three resistors can be written as,

**R Total = R1 + R2 = R3**

**1/ R Total = 1/ R1 + 1/ R2 + 1/ R3.**

**As a result, Rtotal = R1 * R2 * R3 / R1 + R2 + R3**

### Resistance Value Calculation

The **resistance value of a resistor** can be calculated using the following two methods

- Resistance Value Calculation using Color Code

- Resistance Value Calculation using Multimeter

#### Resistance Value Calculation using Color Code

The resistance value of a resistor can be calculated using the resistor color bands. Please refer to this link to know **Different Types of Resistors and Its Color Code Calculation in Electronics.**

#### Resistance Value Calculation using Multimeter

The step by step procedure of **calculating the resistance of a resistor using multimeter** is discussed below.

- The second method for calculating the resistance can be done with the help of the multimeter or ohmmeter. The main purpose of
**the multimeter**device is to calculate three functions like resistance, current, and voltage.

- The second method for calculating the resistance can be done with the help of the multimeter or ohmmeter. The main purpose of

- The multimeter consists of two probes such as black robe as well as a red robe.

- Place the black probe into the COM port, as well as place the red probe into the VΩmA on the multimeter.

- One can calculate the resistance of a resistor using two different probes of a multimeter.
- Before resistance calculation, you have to place the round disk in the direction of an ohm, which is indicated on the multimeter with the Ohm (Ω) symbol.

### Applications of Resistor

The **applications of resistor** include the following.

- High-Frequency Instruments

- DC Power Supplies

- Filter Circuit Networks

- Medical Instruments

- Digital Multimeter

- Transmitters

- Power Control Circuit

- Telecommunication

- Wave generators

- Modulators and Demodulators
- Feedback Amplifiers

Thus, this is all about an overview of the resistor which includes what is a resistor, what is resistance, construction of a resistor, resistor circuit, resistors in series and parallel, resistance value calculation, and applications. Here is a question for you, what are the **advantages of the resistor?**