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Write a Scilab code to determine a unit vector in Scilab?

2 Answers
2 answers

Write a Scilab code to determine a unit vector in Scilab?

0
...
A=[3,4,0];
r=norm(A);
B=A/r;
printf("Unit vector of A -");
disp(B);
...

Wrote answer · 6/17/2023
Karma · 335
0

Here's a Scilab code snippet to determine a unit vector:

Code:

function [unit_vector] = unitVector(vector)
// This function calculates the unit vector of a given vector.
// Input:
// vector: The input vector (row or column).
// Output:
// unit_vector: The unit vector in the same direction as the input vector.

magnitude = norm(vector);

if magnitude == 0 then
error("Cannot normalize a zero vector.");
else
unit_vector = vector / magnitude;
end
endfunction

// Example Usage:
vector = [3, 4, 0]; // Example vector
unit_vector = unitVector(vector);
disp(unit_vector);

Explanation:

  • Function Definition: The code defines a function called unitVector that takes a vector as input and returns its unit vector.
  • Magnitude Calculation: It calculates the magnitude (Euclidean norm) of the input vector using the norm() function.
  • Zero Vector Check: It checks if the magnitude is zero. If it is, it throws an error because a zero vector cannot be normalized.
  • Unit Vector Calculation: If the magnitude is not zero, it divides the input vector by its magnitude to obtain the unit vector.
  • Example Usage: The code includes an example of how to use the unitVector function with a sample vector.
  • Display: disp(unit_vector) displays the resulting unit vector in the Scilab console.

How to use it:

  1. Copy and paste the code into the Scilab editor.
  2. Save the file (e.g., unitVector.sce).
  3. In the Scilab console, execute the file using exec("unitVector.sce");
  4. Now you can call the function unitVector with your desired vector as input. For example: unit_vector = unitVector([1, 2, 3]);

Important Notes:

  • The input vector can be either a row vector or a column vector. The function will work correctly in either case.
  • The norm() function calculates the Euclidean norm (also known as the L2 norm or magnitude) of the vector.
  • Error handling is included to prevent division by zero if the input vector is a zero vector.

Wrote answer · 3/14/2025
Karma · 40

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