In this article, we will explore stress, pressure, the difference between stress and pressure, and much more. These two terms, stress and pressure, are often used interchangeably, yet they have distinct definitions. Pressure is defined as the amount of force applied per unit area, while stress refers to the force exerted per unit area that a material experiences internally. Understanding the difference between stress and pressure will help clarify their fundamentals and their unique applications.
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Stress is a response within a material to restore its original shape and size when deformed. This force, known as the restoring force, acts in opposition to the deforming force. Therefore, stress is defined as the restoring force per unit area within the material. As a tensor quantity, it effectively describes stress and pressure differences in material behaviour.
Stress is defined as a force per unit of area within a material caused by externally applied forces. It accurately describes and predicts flexible elastic, plastic, and fluid behaviour. Stress formula
The units for stress depend on force and area measurements. The SI unit of stress is the pascal
In physics, there are various types of stress, however, they are primarily divided into two types: normal stress and tangential or shearing stress. The next sections go over some of the different types of stress.
i) Normal Stress: Normal stress is the one in which the direction of the applied force is normal to the cross-sectional area of the body, stress is said to be normal stress. The stress will be normal as the length of the wire or the volume of the body changes. Normal stress is further divided into two types based on the force dimension. Longitudinal stress Bulk stress, also known as volumetric stress
ii) Longitudinal Stress: Consider the shape of a cylinder.
When two cross-sectional sections of the cylinder are exposed to equal and opposite forces, it undergoes stress. The stress is called a longitudinal stress. Deforming Force / Area of Cross-section = F/A = Longitudinal Stress
The Longitudinal Stress stretches or compresses the thing along its whole length. As a result, based on the direction of deforming force, it can be further categorised into two types:
Tensile stress
Compressive stress
a) Tensile Stress: Tensile stress is defined as stress that occurs when a deforming force or applied force causes an increase in the length of an object. For example, a rod or wire can be stretched by drawing it at both ends with equal and opposite forces (outwards).
b) Compressive Stress: When a deforming force or applied force causes an object's length to shrink, the resulting tension is known as compressive stress. When a rod or wire is compressed/squeezed by pulling it inwards with equal and opposite forces at both ends, for example.
iii) Bulk Stress or Volume Stress
When a deforming force or applied force acts on an object in all dimensions, causing a change in volume, this is referred to as volumetric stress or bulk stress. Volume stress occurs when the volume of a body changes as a result of a deforming force.
iv) Shearing Stress or Tangential Stress
When the applied force is parallel to the cross-sectional area of the object then the stress is called shearing stress or tangential stress. The body's shape changes as a result of this.
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Pressure is the force exerted per unit area perpendicular to an object's surface, with the pascal (Pa) as its SI unit:
This formula illustrates that pressure rises with decreased area, explaining stress and pressure differences in applications.
where P denotes the pressure, F denotes the thrust force and A represents the area.
Pressure reduces when the area increases and pressure builds up when the area decreases. The greater the pressure on a surface, the smaller the area. In honour of Blaise Pascal, the S.I. unit of pressure is named the Pascal
1 pascal is described as the pressure exerted on a
Pressure is classified as follows
A high vacuum indicates a very low absolute pressure. The pressure is measured in a sealed chamber that is kept at atmospheric pressure. The sealed sensor is used to measure the sealed pressure and is made out of an airtight sensing element that prevents further pressure changes owing to changes in ambient conditions. Pressure transducers are protected from damage by sealed pressure. Now let's talk about stress vs pressure in which we are going to see the stress and pressure difference
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Here's the Difference Between Stress and Pressure
Stress | Pressure |
Stress is defined as the internal resistive force to deformation per unit area. | Pressure is defined as the amount of force applied per unit area. |
(strain) / (Young's modulus) can be used to represent stress. | Pressure can be expressed mathematically as (force) / (area) |
Stress is a material characteristic. | Pressure is a distinctive feature of thermodynamics or physics. |
Stress can be viewed as either a beneficial or negative force. | The force of pressure is always a positive force. |
There is no stress measurement instrument (not a measurable quantity). Strain or elongation are used to calculate stress. | Pressure gauges, manometers, and other pressure-measuring equipment or instruments are used to physically measure (measure) the pressure. |
Tensile, compressive, and shear stress are all possible. | Compressive pressure is constantly present. |
The level of tension at a different place in a different direction varies. | The magnitude of pressure at a location remains constant in all directions. |
The stress fluctuates as the surface area changes. | The pressure is unaffected by the size of the contact surface. It remains constant and does not change while the surface area changes. |
Internal stress develops. | External pressure is exerted |
Understanding what is the difference between stress and pressure and their calculations allows us to distinguish stress vs pressure for practical and scientific applications.
Stress is defined as the amount of restoring force per unit of area.
The unit of stress is the pascal (N/m2).
The deforming force might alter the object's shape, volume, or size.
The deforming force is parallel to the cross-sectional area.
Stress is defined as the internal resistive force to deformation per unit area. | Pressure is defined as the amount of force applied per unit area. |
(strain) / (Young's modulus) can be used to represent stress. | Pressure can be expressed mathematically as (force) / (area) |
Stress is a material characteristic. | Pressure is a distinctive feature of thermodynamics or physics. |
Stress can be viewed as either a beneficial or negative force. | The force of pressure is always a positive force. |
There is no stress measurement instrument (not a measurable quantity). Strain or elongation are used to calculate stress. | Pressure gauges, manometers, and other pressure measuring equipment or instruments are used to physically measure (measure) the pressure. |
Tensile, compressive, and shear stress are all possible. | Compressive pressure is constantly present. |
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