package com.ugsbo.matrixcalc; import javafx.fxml.FXML; import javafx.scene.control.*; import javafx.scene.text.Text; import javafx.scene.text.TextAlignment; import java.util.ArrayList; public class MatrixCalcController { private static final String MULTIPLICATION_STRING = "multiplication"; private static final String ADDITION_STRING = "addition"; private static final String SUBSTRACTION_STRING = "substract"; private static final String TRANPOSE_STRING = "transpose"; private static final String CALCDETERMINAT_STRING = "calcDeterminate"; // The fx:id Attributes will be bind here. @FXML private Button multiplyButton, addButton, DetAButton, DetBButton, substractButton, transposeButton; @FXML private Text errorText, outputText; @FXML private TextArea matrixATextArea, matrixBTextArea; private MatrixCalcMath math = new MatrixCalcMath(); private MatrixCalcIOUtils util = new MatrixCalcIOUtils(); /** * Konstructor is called before initialize() */ public MatrixCalcController() { // Setup of some Fields could be defined here. } /** * Initializes the controller class. This method is automatically called after * the fxml file has been loaded. */ @FXML public void initialize() { /** * Convert Strings to matricies, multiply them and output the result. */ multiplyButton.setOnMouseClicked((event) -> { String stringMatrixA = matrixATextArea.getText(); String stringMatrixB = matrixBTextArea.getText(); String[] stringMatrix = { stringMatrixA, stringMatrixB }; checkInputAndDisplayIfInputIsNotValid(stringMatrix, 2); ArrayList matricies = new ArrayList(); matricies.add(util.stringToMatrix(stringMatrixA)); matricies.add(util.stringToMatrix(stringMatrixB)); invokeOperation(matricies, MULTIPLICATION_STRING); }); /** * Convert a String to a matrix, transpose it and output the result. */ transposeButton.setOnMouseClicked((event) -> { String stringMatrixA = matrixATextArea.getText(); String[] stringMatrix = { stringMatrixA, "" }; checkInputAndDisplayIfInputIsNotValid(stringMatrix, 1); ArrayList matricies = new ArrayList(); matricies.add(util.stringToMatrix(stringMatrixA)); invokeOperation(matricies, TRANPOSE_STRING); }); /** * Convert Strings to matricies, add them and output the result. */ addButton.setOnMouseClicked((event) -> { String stringMatrixA = matrixATextArea.getText(); String stringMatrixB = matrixBTextArea.getText(); String[] stringMatrix = { stringMatrixA, stringMatrixB }; checkInputAndDisplayIfInputIsNotValid(stringMatrix, 2); ArrayList matricies = new ArrayList(); matricies.add(util.stringToMatrix(stringMatrixA)); matricies.add(util.stringToMatrix(stringMatrixB)); invokeOperation(matricies, ADDITION_STRING); }); /** * Convert Strings to matricies, substract them and output the result. */ substractButton.setOnMouseClicked((event) -> { String stringMatrixA = matrixATextArea.getText(); String stringMatrixB = matrixBTextArea.getText(); String[] stringMatrix = { stringMatrixA, stringMatrixB }; checkInputAndDisplayIfInputIsNotValid(stringMatrix, 2); ArrayList matricies = new ArrayList(); matricies.add(util.stringToMatrix(stringMatrixA)); matricies.add(util.stringToMatrix(stringMatrixB)); invokeOperation(matricies, SUBSTRACTION_STRING); }); /** * Convert the String of the left inputField to a matrix, calculate the Determinate and output it. */ DetAButton.setOnMouseClicked((event) -> { String stringMatrixA = matrixATextArea.getText(); String[] stringMatrix = { stringMatrixA, "" }; checkInputAndDisplayIfInputIsNotValid(stringMatrix, 1); ArrayList matricies = new ArrayList(); matricies.add(util.stringToMatrix(stringMatrixA)); invokeOperation(matricies, CALCDETERMINAT_STRING); }); /** * Convert the String of the right inputField to a matrix, calculate the Determinate and output it. */ DetBButton.setOnMouseClicked((event) -> { String stringMatrixB = matrixBTextArea.getText(); String[] stringMatrix = { "", stringMatrixB }; checkInputAndDisplayIfInputIsNotValid(stringMatrix, 1); ArrayList matricies = new ArrayList(); matricies.add(util.stringToMatrix(stringMatrixB)); invokeOperation(matricies, CALCDETERMINAT_STRING); }); } /** * Invokes the needed operations form the MatrixCalcMath class * @param matricies Contains both Matricies or onely one Matrix * @param operation One of the global Constats to select wich Operation is needed. */ private void invokeOperation(ArrayList matricies, String operation) { if (matricies.size() == 2) { if (operation.equals(MULTIPLICATION_STRING)) { try { double[][] result = math.matrixMultiplication(matricies.get(0), matricies.get(1)); String DisplayableString = util.outputMatrixToOutputText(result); outputText.setText(DisplayableString); outputText.setTextAlignment(TextAlignment.CENTER); } catch (IllegalArgumentException e) { outputText.setText(e.getMessage()); outputText.setTextAlignment(TextAlignment.CENTER); } } else if (operation.equals(ADDITION_STRING)) { try { double[][] result = math.matrixAddition(matricies.get(0), matricies.get(1)); String DisplayableString = util.outputMatrixToOutputText(result); outputText.setText(DisplayableString); outputText.setTextAlignment(TextAlignment.CENTER); } catch (IllegalArgumentException e) { outputText.setText(e.getMessage()); outputText.setTextAlignment(TextAlignment.CENTER); } } else if (operation.equals(SUBSTRACTION_STRING)) { try { double[][] result = math.matrixSubstraction(matricies.get(0), matricies.get(1)); String DisplayableString = util.outputMatrixToOutputText(result); outputText.setText(DisplayableString); outputText.setTextAlignment(TextAlignment.CENTER); } catch (IllegalArgumentException e) { outputText.setText(e.getMessage()); outputText.setTextAlignment(TextAlignment.CENTER); } } }else if (matricies.size() == 1) { if (operation.equals(TRANPOSE_STRING)) { try { double[][] result = math.matrixTransponation(matricies.get(0)); String DisplayableString = util.outputMatrixToOutputText(result); outputText.setText(DisplayableString); outputText.setTextAlignment(TextAlignment.CENTER); } catch (IllegalArgumentException e) { outputText.setText(e.getMessage()); outputText.setTextAlignment(TextAlignment.CENTER); } } if (operation.equals(CALCDETERMINAT_STRING)) { try { double result = math.calcDeterminat(matricies.get(0)); String DisplayableString = Double.toString(result); outputText.setText(DisplayableString); outputText.setTextAlignment(TextAlignment.CENTER); } catch (IllegalArgumentException e) { outputText.setText(e.getMessage()); outputText.setTextAlignment(TextAlignment.CENTER); } catch (Exception e){ outputText.setText(e.getMessage()); outputText.setTextAlignment(TextAlignment.CENTER); } } } } /** * Checks the Input and Displays it if the Input is valid. * * @param stringMatrix Contains both input matrices if * numberOfMarriciesToMatch is 2. If the number * is 1 than one of them has to be a empty String * @param numberOfMatricesToMatch If the number is 1 onely one Marix will be * verifyed and the other one needs to be an empty * String in the stringMatrix */ private void checkInputAndDisplayIfInputIsNotValid(String[] stringMatrix, int numberOfMatricesToMatch) { if (numberOfMatricesToMatch == 1 && !stringMatrix[0].equals("")) { try { util.checkInput(stringMatrix[0]); } catch (Exception e) { outputText.setText(e.getMessage() + "A"); outputText.setTextAlignment(TextAlignment.CENTER); } } else if (numberOfMatricesToMatch == 1 && !stringMatrix[1].equals("")) { try { util.checkInput(stringMatrix[1]); } catch (Exception e) { outputText.setText(e.getMessage() + "B"); outputText.setTextAlignment(TextAlignment.CENTER); } } else if (numberOfMatricesToMatch == 2 && !stringMatrix[0].equals("") && !stringMatrix[1].equals("")) { try { util.checkInput(stringMatrix[0]); } catch (Exception e) { outputText.setText(e.getMessage() + "A"); outputText.setTextAlignment(TextAlignment.CENTER); } try { util.checkInput(stringMatrix[1]); } catch (Exception e) { outputText.setText(e.getMessage() + "B"); outputText.setTextAlignment(TextAlignment.CENTER); } } else if (stringMatrix[0].equals("")) { outputText.setText("Pease insert MatrixA"); outputText.setTextAlignment(TextAlignment.CENTER); } else if (stringMatrix[1].equals("")) { outputText.setText("Pease insert MatrixB"); outputText.setTextAlignment(TextAlignment.CENTER); } } }