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Added Mass Spring Calculator (#1800)
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# <p align="center">Mass-Spring Calculator</p> | ||
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## Description :- | ||
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The Mass-Spring Calculator is a web application that calculates various properties of a mass-spring system. Given the mass of the object (m), the spring constant (k), and the amplitude (A), the calculator computes the following properties: | ||
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- Period of Oscillation (T) | ||
- Frequency of Oscillation (f) | ||
- Angular Frequency (ω) | ||
- Maximum Speed (v_max) | ||
- Maximum Acceleration (a_max) | ||
- Kinetic Energy at Maximum Speed (KE) | ||
- Potential Energy at Maximum Displacement (PE) | ||
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## Tech Stacks :- | ||
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- HTML | ||
- CSS | ||
- JavaScript | ||
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## Features :- | ||
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- Calculate the period, frequency, angular frequency, maximum speed, maximum acceleration, kinetic energy, and potential energy of a mass-spring system. | ||
- User-friendly interface with input fields for mass, spring constant, and amplitude. | ||
- Responsive design with a background image and enhanced styling. | ||
- Clear and detailed display of calculated results. | ||
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<!DOCTYPE html> | ||
<html lang="en"> | ||
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<head> | ||
<meta charset="UTF-8"> | ||
<meta http-equiv="X-UA-Compatible" content="IE=edge"> | ||
<meta name="viewport" content="width=device-width, initial-scale=1.0"> | ||
<link rel="stylesheet" href="style.css"> | ||
<link href="https://fonts.googleapis.com/css2?family=Roboto:wght@500&display=swap" rel="stylesheet"> | ||
<title>Mass-Spring Calculator</title> | ||
</head> | ||
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<body> | ||
<header class="main"> | ||
<h1 class="header">Mass-Spring Calculator</h1> | ||
<div class="calculator-container"> | ||
<label for="mass">Mass (m): </label> | ||
<input type="number" id="mass" name="mass" step="0.01" required> | ||
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<label for="spring-constant">Spring Constant (k): </label> | ||
<input type="number" id="spring-constant" name="spring-constant" step="0.01" required> | ||
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<label for="amplitude">Amplitude (A): </label> | ||
<input type="number" id="amplitude" name="amplitude" step="0.01" required> | ||
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<button class="submit-button" onclick="calculateProperties()">Calculate</button> | ||
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<div id="results" class="results"> | ||
<h2>Results:</h2> | ||
<p id="period"></p> | ||
<p id="frequency"></p> | ||
<p id="angular-frequency"></p> | ||
<p id="max-speed"></p> | ||
<p id="max-acceleration"></p> | ||
<p id="kinetic-energy"></p> | ||
<p id="potential-energy"></p> | ||
</div> | ||
</div> | ||
</header> | ||
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<script src="script.js"></script> | ||
</body> | ||
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</html> |
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function calculateProperties() { | ||
const mass = parseFloat(document.getElementById('mass').value); | ||
const springConstant = parseFloat(document.getElementById('spring-constant').value); | ||
const amplitude = parseFloat(document.getElementById('amplitude').value); | ||
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if (isNaN(mass) || isNaN(springConstant) || isNaN(amplitude)) { | ||
alert("Please enter valid numbers for mass, spring constant, and amplitude."); | ||
return; | ||
} | ||
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// Period of Oscillation (T) | ||
const period = 2 * Math.PI * Math.sqrt(mass / springConstant); | ||
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// Frequency of Oscillation (f) | ||
const frequency = 1 / period; | ||
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// Angular Frequency (ω) | ||
const angularFrequency = 2 * Math.PI * frequency; | ||
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// Maximum Speed (v_max) | ||
const maxSpeed = angularFrequency * amplitude; | ||
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// Maximum Acceleration (a_max) | ||
const maxAcceleration = angularFrequency * angularFrequency * amplitude; | ||
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// Kinetic Energy at Maximum Speed (KE) | ||
const kineticEnergy = 0.5 * mass * maxSpeed * maxSpeed; | ||
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// Potential Energy at Maximum Displacement (PE) | ||
const potentialEnergy = 0.5 * springConstant * amplitude * amplitude; | ||
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// Display results | ||
document.getElementById('period').textContent = `Period of Oscillation (T): ${period.toFixed(2)} s`; | ||
document.getElementById('frequency').textContent = `Frequency of Oscillation (f): ${frequency.toFixed(2)} Hz`; | ||
document.getElementById('angular-frequency').textContent = `Angular Frequency (ω): ${angularFrequency.toFixed(2)} rad/s`; | ||
document.getElementById('max-speed').textContent = `Maximum Speed (v_max): ${maxSpeed.toFixed(2)} m/s`; | ||
document.getElementById('max-acceleration').textContent = `Maximum Acceleration (a_max): ${maxAcceleration.toFixed(2)} m/s²`; | ||
document.getElementById('kinetic-energy').textContent = `Kinetic Energy (KE): ${kineticEnergy.toFixed(2)} J`; | ||
document.getElementById('potential-energy').textContent = `Potential Energy (PE): ${potentialEnergy.toFixed(2)} J`; | ||
} |
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body { | ||
font-family: 'Roboto', sans-serif; | ||
margin: 0; | ||
padding: 0; | ||
display: flex; | ||
justify-content: center; | ||
align-items: center; | ||
height: 100vh; | ||
background: linear-gradient(to right, #1e3c72, #2a5298); | ||
background-size: cover; | ||
background-position: center; | ||
background-repeat: no-repeat; | ||
flex-direction: column; | ||
min-height: 100vh; | ||
} | ||
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.header { | ||
font-size: 3em; | ||
font-weight: bold; | ||
background: linear-gradient(to right, #ff6b6b, #ff9f43); | ||
-webkit-background-clip: text; | ||
-webkit-text-fill-color: transparent; | ||
text-shadow: 1px 1px 2px rgba(0, 0, 0, 0.3); | ||
animation: fadeInScale 2s ease-in-out; | ||
margin-bottom: 20px; | ||
} | ||
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@keyframes fadeInScale { | ||
0% { | ||
opacity: 0; | ||
transform: scale(0.8); | ||
} | ||
100% { | ||
opacity: 1; | ||
transform: scale(1); | ||
} | ||
} | ||
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.main { | ||
text-align: center; | ||
background: rgba(255, 255, 255, 0.95); | ||
padding: 30px; | ||
border-radius: 15px; | ||
box-shadow: 0 8px 16px rgba(0, 0, 0, 0.3); | ||
max-width: 400px; | ||
width: 100%; | ||
} | ||
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.calculator-container { | ||
background-color: rgba(255, 255, 255, 0.9); | ||
box-shadow: 0 4px 8px rgba(0, 0, 0, 0.2); | ||
border-radius: 10px; | ||
padding: 20px; | ||
text-align: center; | ||
display: flex; | ||
flex-direction: column; | ||
justify-content: center; | ||
align-items: center; | ||
} | ||
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label { | ||
font-size: 1.2em; | ||
color: #333; | ||
margin-bottom: 10px; | ||
} | ||
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input { | ||
padding: 10px; | ||
font-size: 1em; | ||
border: 1px solid #ddd; | ||
border-radius: 4px; | ||
background-color: #f9f9f9; | ||
margin-bottom: 15px; | ||
width: 100%; | ||
box-sizing: border-box; | ||
} | ||
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input:focus { | ||
border-color: #007bff; | ||
outline: none; | ||
} | ||
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.submit-button { | ||
display: inline-block; | ||
padding: 12px 24px; | ||
background-color: #5d13d4; | ||
color: white; | ||
border: none; | ||
border-radius: 25px; | ||
cursor: pointer; | ||
font-size: 1em; | ||
transition: background-color 0.3s, transform 0.3s; | ||
} | ||
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.submit-button:hover { | ||
background-color: #45a049; | ||
transform: scale(1.05); | ||
} | ||
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.results { | ||
margin-top: 20px; | ||
text-align: left; | ||
width: 100%; | ||
} | ||
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.results h2 { | ||
margin-bottom: 10px; | ||
font-size: 1.5em; | ||
color: #333; | ||
} | ||
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.results p { | ||
margin: 8px 0; | ||
font-size: 1em; | ||
color: #555; | ||
} |
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