Table of Contents
Capsule volume formula
Example 2
How to calculate capsule volume in Java?
Calculate capsule volume using direct formula method
Implementation steps
Implementation code
Output
Calculate capsule volume using function method
Home Java javaTutorial Java Program to Find the Volume of Capsule

Java Program to Find the Volume of Capsule

Feb 07, 2025 am 11:37 AM
java

Java Program to Find the Volume of Capsule

Capsules are three-dimensional geometric figures, composed of a cylinder and a hemisphere at each end. The volume of the capsule can be calculated by adding the volume of the cylinder and the volume of the hemisphere at both ends. This tutorial will discuss how to calculate the volume of a given capsule in Java using different methods.

Capsule volume formula

The formula for capsule volume is as follows:

<code>胶囊体积 = 圆柱体体积 + 两个半球体体积</code>
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where, r: Radius of the hemisphere. h: The height of the cylinder (excluding the hemisphere).

Example 1

Enter

<code>半径 = 5 单位
高度 = 10 单位</code>
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Output

<code>体积 = 1570.8 立方单位</code>
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Explanation

Calculate volume using formula:

<code>体积 = π × r2 × h + (4/3) × π × r3<br>体积 = 785.4 + 523.6
体积 = 1570.8 立方单位</code>
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Example 2

Enter

<code>半径 = 7 单位
高度 = 15 单位</code>
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Output

<code>体积 = 4311.97 立方单位</code>
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Explanation

Calculate volume using formula:

<code>体积 = π × r2 × h + (4/3) × π × r3
体积 = 2309.4 + 2002.57 立方单位
体积 = 4311.97 立方单位</code>
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How to calculate capsule volume in Java?

The following are different ways to calculate the volume of capsules in Java:

  • Use direct formula method
  • Using function method

Calculate capsule volume using direct formula method

We use the direct formula method to calculate the volume of the capsule in Java. The formula for capsule volume is: volume = π × r2 × h (4/3) × π × r3.

Implementation steps

  • Prefer radius and height as input parameters.
  • Use formulas to calculate volume.
  • Print the result.

Implementation code

import java.lang.Math;

public class CapsuleVolume {
    public static void main(String[] args) {
        double radius = 5;
        double height = 10;

        double volume = Math.PI * Math.pow(radius, 2) * height + (4.0 / 3) * Math.PI * Math.pow(radius, 3);

        System.out.printf("半径为 %.1f,高度为 %.1f 的胶囊体积为:%.2f 立方单位\n", radius, height, volume);
    }
}
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Output

<code>半径为 5.0,高度为 10.0 的胶囊体积为:1309.00 立方单位</code>
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Time complexity: O(1)

Space complexity: O(1)

Calculate capsule volume using function method

We will use a function to calculate the volume of the capsule. The logic and formulas for calculating volumes remain the same, but we encapsulate the calculations in a reusable function.

Implementation steps

  • Define a function that calculates the volume of the capsule using formula.
  • Pass the input value (radius and height) to the function.
  • Return the result and print it.

Implementation code

import java.lang.Math;

public class CapsuleVolume {

    public static double calculateVolume(double radius, double height) {
        double cylindricalVolume = Math.PI * Math.pow(radius, 2) * height;
        double hemisphericalVolume = (4.0 / 3) * Math.PI * Math.pow(radius, 3);
        return cylindricalVolume + hemisphericalVolume;
    }

    public static void main(String[] args) {
        double radius = 5;
        double height = 10;

        double volume = calculateVolume(radius, height);

        System.out.printf("半径为 %.1f,高度为 %.1f 的胶囊体积为:%.1f 立方单位\n", radius, height, volume);
    }
}
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Output

<code>半径为 5.0,高度为 10.0 的胶囊体积为:1309.0 立方单位</code>
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Time complexity: O(1)

Space complexity: O(1)

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Capsules are three-dimensional geometric figures, composed of a cylinder and a hemisphere at both ends. The volume of the capsule can be calculated by adding the volume of the cylinder and the volume of the hemisphere at both ends. This tutorial will discuss how to calculate the volume of a given capsule in Java using different methods. Capsule volume formula The formula for capsule volume is as follows: Capsule volume = Cylindrical volume Volume Two hemisphere volume in, r: The radius of the hemisphere. h: The height of the cylinder (excluding the hemisphere). Example 1 enter Radius = 5 units Height = 10 units Output Volume = 1570.8 cubic units explain Calculate volume using formula: Volume = π × r2 × h (4

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