Pascal’s Law describes an important phenomenon widely used in various activities to reduce energy wastage in real life. The most common system where it finds the maximum use is in hydraulic systems, regardless of the purpose of using a hydraulic system in your daily life. An excavator is a piece of common machinery used in everyday life. Besides other benefits, this machine helps dig the ground for excavation or construction sites. Excavators are powered by hydraulic systems that help in lifting heavy loads. The explanation and wide application of Pascal’s Law in hydraulic excavators are explained in this article, along with all other hydraulic systems.
What is Pascal’s Law?
Given by the scientist Blaise Pascal, Pascal’s Law is an important principle in fluid mechanics that states that a pressure change at any point in a confined incompressible fluid is spread along with the fluid in such a way that the same change occurs everywhere. The formula for Pascal’s Law calculates pressure over any surface. It is as follows:
P = F/A, where P= pressure applied on the piston being considered,
F = force on piston being considered,
A = area of the piston is considered
Explanation of Pascal’s Law
When applied to a hydraulic system, the simple explanation of Pascal’s Law is as follows. The Law indicates how the pressure exerted over one piston is increased several times and transmitted through the hydraulic fluid to exert a multifold force on the other piston that helps to lift heavy loads.
What is an excavator? How does an excavator work?
As the name implies, excavators are used in excavation activities and sites to dig through Earth. However, its biggest application is found in construction sites, lifting heavy goods to load containers, and other mechanical jobs. Hydraulic systems power the excavator, and a diesel engine t=which has high horsepower. The hydraulic systems that power the excavator’s arms use Pascal’s Law to impart force sufficient enough to move the components of the excavator.
Pascal’s Law and its Applications in Hydraulic Systems
Pascal’s Law has enormous applications in hydraulic systems and is not limited to the following:
Video: Application of Pascal’s Law
Hydraulic Lifts and Pascal’s Law
A hydraulic lift finds enormous use in lifting heavy objects that work on the principle of Pascal’s Law and uses hydraulic fluid. For example, a narrow cylinder fitted with an airtight piston (A) is connected to a second cylinder greater in an area with another airtight piston (B) over it. Both cylinders are filled with hydraulic fluid, which is incompressible by force or pressure applied to the two pistons. The Pascal law applies to such a system which can be used to calculate the pressure that needs to be applied to piston A to lift the platform over piston B. This process is widely used in vehicle lifting in workshops and other heavy goods in warehouses.
The simple explanation is that the pressure remains the same on both pistons depending on the area of the piston. It is easier to apply higher pressure on the smaller area piston than more pressure on the larger area piston. Thus, on applying higher pressure on the smaller piston, the same higher pressure gets exerted on the other side of the cylinder (on the larger piston) and helps lift heavier loads kept on the larger piston.
Hydraulic Pump and Pascal’s Law
A hydraulic pump is yet another fascinating machine that converts mechanical energy into hydraulic energy working on the principles of Pascal’s Law. Like a hydraulic lift, this pump also consists of a narrow, thick cylinder filled with hydraulic fluid or oil. Air is pumped into the system through the narrow cylinder, which creates a force strong enough to lift heavy objects joined with the thick cylinder.
Hydraulic Brake and Pascal’s Law
Every time you see a vehicle halting, Pascal’s Law is behind the scenes. The hydraulic braking system is used widely in all vehicles, which works on Pascal’s principle. Hydraulic fluid filled in the container transmits the force from the brake pedal to the wheels that halt the car. The frictional force is behind the braking effect and is a very common and important use of this Pascal’s Law. It is used in all vehicles, from cars and buses to heavy lorries.
Application of Pascal’s Law in an excavator
An excavator is a piece of giant machinery used mainly in construction sites and work. Its main function is to dig into the ground and remove ground material to create space for building works. It is powered by diesel most of the time and works fully on the principles of hydraulic systems. Therefore, it can be used over large spaces and rotated 360 degrees. A typical hydraulic excavator is composed of the following main parts but is not limited to:
- Hydraulic arm – containing a boom, arm, bucket, and cylinders
- Pumps for hydraulics
The excavator’s arms are lifted using high-efficiency engines and hydraulics that require diesel fuel. The arm and the excavator’s bucket are regulated and coordinated by three separate hydraulic cylinders. The various regulations and coordination movements lead to the arm’s free movement, expanding or retracting.
The Hydraulic systems used in the excavator’s controls are fully dependent on calculations and principles of Pascal’s Law and work quite similarly to the hydraulic lift, brake, or pump described above.
Excavators are a common sighting in the urban era and a piece of indispensable machinery in rescuing and evacuation operations like removing heavy trees and trunks in storm-hit areas. Excavators are partially fueled by hydraulic systems that help them to lift heavy loads, be it for any purpose. Pascal’s Law of fluid mechanics is highly praised for all these innovations that make our daily life easier. We have briefly explained the application of Pascal’s Law in a hydraulic excavator. This will help you to know these principles better.
Feature Image Source: Rock to Road