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?? arrow.java

?? 記錄了數十個java算法的源代碼
?? JAVA
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import java.awt.*;import java.lang.*;import java.util.*;import java.io.*;class Arrow {	//variable declaration	int start_x, start_y;	int end_x, end_y;	double img_mid_x, img_mid_y, img_cir, diameter;	double arc_angle, start_angle, value;	boolean show_cost;	int num_arcs, mid_pt_x, mid_pt_y, testcase;	static final double HEAD_DISTANCE = 15;	static final double VAL_X = 15;	static final double VAL_Y = 15;	Color arrow_colour, value_colour;		//method declaration	public Arrow(Color value_colour, double value, int start_x, int start_y, int end_x, int end_y, double img_mid_x, double img_mid_y, double img_cir, double start_angle, double arc_angle, Color arc_colour, int num_arcs, int mid_pt_x, int mid_pt_y, boolean show_cost, int testcase, double diameter) {		this.start_x = start_x;		this.start_y = start_y;		this.end_x = end_x;		this.end_y = end_y;		this.img_mid_x = img_mid_x;		this.img_mid_y = img_mid_y;		this.img_cir = img_cir;		this.start_angle = start_angle;		this.arc_angle = arc_angle;		this.arrow_colour = arc_colour;		this.value_colour = value_colour;		this.num_arcs = num_arcs;		this.mid_pt_x = mid_pt_x;		this.mid_pt_y = mid_pt_y;		this.value = value;		this.show_cost = show_cost;		this.testcase = testcase;		this.diameter = diameter;	}	public void Draw_Arrow( Graphics g ) {		double arrow_angle;		int[] arrow_x = new int[3];		int[] arrow_y = new int[3];		int[] arrow_pt = new int[2];		double gradient, constant;		double distance, temp_dist;		double mid_x_diff, mid_y_diff;		double arrow_ratio;		double trans_pts_x, trans_pts_y;		Font value_font;				value_font = new Font("Helvetica", Font.BOLD, 10);			trans_pts_x = 0.00;		trans_pts_y = 0.00;		arrow_ratio = 0.00;		mid_x_diff = 0.00;		mid_y_diff = 0.00;		distance = 0.00;		temp_dist = 0.00;		gradient = 0.00;		constant = 0.00;		arrow_x[0] = 0;		arrow_x[1] = 0;		arrow_x[2] = 0;		arrow_y[0] = 0;		arrow_y[1] = 0;		arrow_y[2] = 0;		arrow_angle = 0.00;					arrow_angle = (start_angle + arc_angle/2)*Math.PI/180;//		if (num_arcs != 1) {		arrow_x[0] = (int)Math.round(img_mid_x + img_cir*Math.cos(arrow_angle));		arrow_y[0] = (int)Math.round(img_mid_y - img_cir*Math.sin(arrow_angle));//			}//		else {//			arrow_x[0] = mid_pt_x;//			arrow_y[0] = mid_pt_y;//			g.drawString("1", (int)arrow_x[0], (int)arrow_y[0]);//		}		/*calculate the distance between the midpt (on arc) and start node*/		mid_x_diff = Math.abs(arrow_x[0] - start_x);		mid_y_diff = Math.abs(arrow_y[0] - start_y);				distance = Math.sqrt((mid_x_diff*mid_x_diff) + (mid_y_diff*mid_y_diff));				temp_dist = distance - HEAD_DISTANCE;		arrow_ratio = temp_dist/distance;		arrow_x[1] = (int)((arrow_x[0] - start_x)*arrow_ratio + start_x);		arrow_y[1] = (int)((arrow_y[0] - start_y)*arrow_ratio + start_y);				//calculate the gradient of the tangent		//equation of the circle is (x-c)^2 + (y-d)^2 = R^2		//equation of the line is y = mx + c		gradient = ((-1)*(arrow_x[0] - img_mid_x))/(arrow_y[0] - img_mid_y);		//find the constant value of the line		constant = arrow_y[0] - gradient*arrow_x[0];		arrow_pt = Translated_Point(constant, arrow_x, arrow_y , gradient);		arrow_x[2] = arrow_pt[0];		arrow_y[2] = arrow_pt[1];		if (num_arcs == 1 && testcase != 10) {			/*x and y distances between mid pts and arc mid pts */			trans_pts_x = arrow_x[0] - mid_pt_x;  			trans_pts_y = arrow_y[0] - mid_pt_y;			arrow_x[0] = mid_pt_x;			arrow_y[0] = mid_pt_y;			arrow_x[1] = arrow_x[1] - (int)trans_pts_x;			arrow_y[1] = arrow_y[1] - (int)trans_pts_y;			arrow_x[2] = arrow_x[2] - (int)trans_pts_x;			arrow_y[2] = arrow_y[2] - (int)trans_pts_y;		}		else if (num_arcs == 1 && testcase == 10) {			System.out.println("hello...");			arrow_x[0] = (int)(start_x - diameter);			arrow_y[0] = (int)start_y;			arrow_x[1] = (int)(diameter/4 + arrow_x[0]);			arrow_y[1] = (int)(diameter/6 - arrow_y[0]);			arrow_x[2] = (int)(diameter/4 - arrow_x[0]);			arrow_y[2] = (int)(diameter/6 - arrow_y[0]);			}		g.setColor(arrow_colour);		g.fillPolygon(arrow_x, arrow_y, 3);		if (value != 0) {			g.setColor(value_colour);			if (show_cost) {				g.setFont(value_font);				Display_Value( g, arrow_x, arrow_y );				}			}	}		private int[] Translated_Point(double constant, int[] arrow_x, int[] arrow_y, double gradient ) {		double[] translated = new double[2];		double[][] trans_matrix = new double[2][2];		double ang_rot;		double[] point2_temp = new double[4];		int cnt, row, col;		int[] pt = new int[2]; 				translated[0] = 0.00;		translated[1] = 0.00;		trans_matrix[0][0] = 0.00;		trans_matrix[0][1] = 0.00;		trans_matrix[1][0] = 0.00;		trans_matrix[1][1] = 0.00;		point2_temp[0] = 0.00;		point2_temp[1] = 0.00;		point2_temp[2] = 0.00;		point2_temp[3] = 0.00;		cnt = 0;		row = 0;		col = 0;   	ang_rot = 0.00;				//translate the line to the origin		//thus the translated points to be found are:		translated[0] = arrow_x[1];		if (constant < 0) {			translated[1] = arrow_y[1] + Math.abs(constant);			}		else {			translated[1] = arrow_y[1] - Math.abs(constant);			}		//find the angle of rotation		ang_rot = Math.atan(gradient);		if ((end_x - start_x) == 0) {			if (arrow_x[0] > 0) {				translated[0] = arrow_x[1] - arrow_x[0];				}			else {				translated[0] = arrow_x[1] + arrow_x[0];				}			translated[1] = arrow_y[1];			trans_matrix[0][0] = -1;			trans_matrix[0][1] = 0;			trans_matrix[1][0] = 0;			trans_matrix[1][1] = 1;			}		else {			//declare the transformation matrix			trans_matrix[0][0] = Math.cos(2*ang_rot);			trans_matrix[0][1] = Math.sin(2*ang_rot);			trans_matrix[1][0] = Math.sin(2*ang_rot);			trans_matrix[1][1] = Math.cos(2*ang_rot)*(-1);			}				//multiply the transformation matrix with the point		//store it in an array		for (row = 0; row < 2; row++) {			for (col = 0; col < 2; col++) {				point2_temp[cnt] = trans_matrix[row][col]*translated[col];				cnt++;				}			}					if ((end_x - start_x) == 0) {			if (arrow_x[0] > 0) {				arrow_x[2] = (int)Math.round(point2_temp[0] + point2_temp[1] + arrow_x[0]);				}			else {				arrow_x[2] = (int)Math.round(point2_temp[2] + point2_temp[1] - arrow_x[0]);				}			arrow_y[2] = (int)Math.round(point2_temp[2] + point2_temp[3]);			}		else {			//from the array, get the reflected point			arrow_x[2] = (int)Math.round(point2_temp[0] + point2_temp[1]);			if (constant < 0) {				arrow_y[2] = (int)Math.round(point2_temp[2] + point2_temp[3] - Math.abs(constant));				}			else {				arrow_y[2] = (int)Math.round(point2_temp[2] + point2_temp[3] + Math.abs(constant));				}			}		pt[0] = arrow_x[2];		pt[1] = arrow_y[2];		return pt;		}private void Display_Value( Graphics g, int[] ax, int[] ay ) {	int pos_x, pos_y;	pos_x = 0;	pos_y = 0;	switch(testcase) {		case 1:			pos_x = ax[2];			pos_y = ay[2];			break;		case 2:			pos_x = ax[2];			pos_y = ay[2];			break;		case 3:			pos_x = ax[0];			pos_y = ay[0];			break;		case 4:			pos_x = ax[1];			pos_y = ay[1];			break;		case 5:			pos_x = ax[1];			pos_y = ay[1];			break;		case 6:			pos_x = ax[2];			pos_y = ay[2];			break;		case 7:			pos_x = ax[2];			pos_y = ay[2];			break;		case 8:			pos_x = ax[2];			pos_y = ay[2];			break;		case 10:			pos_x = ax[2];			pos_y = ay[2];			break;		default:			break;		}	g.drawString(""+value, pos_x, pos_y);	}	}

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