一、这周的EditBox由一个框改为三个框,同时进行测试,下面给出程序及截图
1 import java.util.regex.Matcher;
2 import java.util.regex.Pattern;
3 import javafx.application.Application;
4 import javafx.event.ActionEvent;
5 import javafx.event.EventHandler;
6 import javafx.scene.Scene;
7 import javafx.scene.control.Button;
8 import javafx.scene.control.TextField;
9 import javafx.scene.layout.AnchorPane;
10 import javafx.scene.paint.Color;
11 import javafx.scene.text.Font;
12 import javafx.scene.text.Text;
13 import javafx.stage.Stage;
14
15 public class Test1 extends Application {
16 public static boolean isRegularRptCode(String rptCode,String regEx) {
17 Pattern p1 = Pattern.compile(regEx);
18 Matcher m1 = p1.matcher(rptCode);
19 boolean rs1 = m1.matches();
20 return rs1;
21 }
22 public static void main(String[] args) {
23 Test1.launch(args);
24 }
25 public void start(Stage stage)throws Exception {
26 stage.setTitle("UserForm1");
27 AnchorPane root = new AnchorPane();
28 Scene scene = new Scene(root, 450, 200);
29 scene.setFill(Color.PINK);
30 Text name= new Text("name1");
31 name.setFont(Font.font ("STXingKai", 36));
32 AnchorPane.setTopAnchor(name, 25.0);
33 AnchorPane.setLeftAnchor(name, 50.0);
34 Text name1= new Text("name2");
35 name1.setFont(Font.font ("STXingKai", 36));
36 AnchorPane.setTopAnchor(name1, 75.0);
37 AnchorPane.setLeftAnchor(name1, 50.0);
38 Text name2= new Text("name3");
39 name2.setFont(Font.font ("STXingKai", 36));
40 AnchorPane.setTopAnchor(name2, 125.0);
41 AnchorPane.setLeftAnchor(name2, 50.0);
42 final TextField tf=new TextField();
43 AnchorPane.setTopAnchor(tf, 34.0);
44 AnchorPane.setLeftAnchor(tf, 145.0);
45 final TextField tf1=new TextField();
46 AnchorPane.setTopAnchor(tf1, 84.0);
47 AnchorPane.setLeftAnchor(tf1, 145.0);
48 final TextField tf2=new TextField();
49 AnchorPane.setTopAnchor(tf2, 134.0);
50 AnchorPane.setLeftAnchor(tf2, 145.0);
51 Button button = new Button("OK");
52 AnchorPane.setTopAnchor(button, 134.0);
53 AnchorPane.setLeftAnchor(button, 350.0);
54 button.setOnAction( new EventHandler<ActionEvent>( ) {
55 public void handle(ActionEvent actEvt) {
56 final String name_ = tf.getText();
57 final String name_1 = tf1.getText();
58 final String name_2 = tf2.getText();
59 if(name_.length()<1||name_.length()>6){
60 System.out.println("name1长度应为1-6");
61 }
62 else if(!isRegularRptCode(name_,"[a-z,A-Z,0-9]*")){
63 System.out.println("name1字符应为a-z,A-Z,0-9");
64 }
65 else{
66 System.out.println("name1OK");
67 }
68 if(name_1.length()<1||name_1.length()>6){
69 System.out.println("name2长度应为1-6");
70 }
71 else if(!isRegularRptCode(name_1,"[a-z,A-Z,0-9]*")){
72 System.out.println("name2字符应为a-z,A-Z,0-9");
73 }
74 else{
75 System.out.println("name2OK");
76 }
77 if(name_2.length()<1||name_2.length()>6){
78 System.out.println("name3长度应为1-6");
79 }
80 else if(!isRegularRptCode(name_2,"[a-z,A-Z,0-9]*")){
81 System.out.println("name3字符应为a-z,A-Z,0-9");
82 }
83 else{
84 System.out.println("name3OK");
85 }
86 }
87 } );
88 root.getChildren().addAll(name,name1,name2,tf,tf1,tf2,button);
89 stage.setScene(scene);
90 stage.show();
91 }
92 }
以下为几个测试用例:
name1 | name2 | name3 | 控制台返回结果 |
fdf | rrea | S1a2 | aaarticlea/png;base64,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" alt="" /> |
fadfd、 | gfdgfd21 | da1.、 | aaarticlea/png;base64,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" alt="" /> |
hdgg | 3242435 | null | aaarticlea/png;base64,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" alt="" /> |
,.eda | E2T2 | fa1SFS3 | aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAM8AAAA3CAIAAAAkIol8AAAEhklEQVR4nO2dWYKsIAxFWRcLYj2uxs24GPoDhzAlQS2gqu/5eV0aBsMlOESf8QD0wozugIAxcg9zG00pvVmTJWD4AieKI20I+Ra+uHIv1PYK0znR6KD2PlYDI5Gmmmv1g9tM58SmpZOXnfjz3V4Bkemc+OKJmmjGtHUjCgKRkS5bnTHG2GXLd7UO8D21+coSfK+qjxH8ZIKzNAW2xVKnFT1cLeLWtj7p7APD1LYt1rjVr07jC6+TgqhRXpS1JpRS/izbYu2i9Na22NNudQo9rO7U8Q175Qj6mtqC0p0rCTiaadtlba0LlrvBUYROtHxq6vzHD61eJYY9txPrqQo39wlLEns0EWtbrFu17ooaUsSeqNa9JUVnSGllf6qjuC32VAydK35dz4auYzmtVxf+PTtEi26LTT2rcJ8otZoImOWvKVwV64zVVvJJnWu0gkcU+jlKNAxtGDaNYao2sRSJbVQnIpzarjpod+KJSfW498OtV/F0FmfrfKa22mqYcBr7lljFaFEZIMuVF31CI17x2NVSo8tb/CdTf8MSV1EbV/91xHaRg+FBq9qiY4jmaFFt4lx8HNsYg0+orbS94hMevdTyYVc0oFtCr/ojHbWc+L+2khbURsNsttbSjm9X6GedOk5tT7ZHu2o+YYikFo/W6jI9pcMpyiE685Hr935bXNNVRdS5BnvuKsFcp2IhZG4+WjSsc9YY4xZivbpguV9n7KduhYmZztf6/Pi02h5JzXtf9Ak7AMyxH/7Lqw4bz6L8FFbXf3AdgUY7tIGvuAOi4Twi0UxT0JBTLoZanbTsnYPR0bC+Tlk/z9Rq+3co71hMW78E1Ab6AbWBfkBtoB9QG+gH1Ab6AbWBfkBtoB8j1ZbcJj+57lRHiQbHlvOHPhsCzMEwtZHnp0eWUvaDZijR57ZRAfA9jM6mPEzSp/uktbCLJMxBat/K6GxK72mSQpy8cO7cswGCkAc+5gMPGZ1NGafo8GoLhcc+VwZPGJlNuS02DVWKldQrErzAnAzLpgyLYnm7dJXQnPIH5mBQNmW2wiYZ9dwdkNMEd0C+DdzdBf2A2kA/oDbQD6gN9GNetRVfNhHfQBEN7hk3VQtqzOvEfICVQ/6i4Iz0ChZoYl4nmsr7eUVLHr1lTeJQ2yvM68REJRpLUaC3RQO1vcK8TtSvYk2xrdjEjTqhvxuMdFn2hCBCP5xPYpsygopVMd/ZrHLv+47fzMhsSlNKNNIElZqqxPBT1FNNrMpSvv07m77xs2c/wyzZlPk4iSLILUXMh75NGdCrTf0dvx9jbDbl9cC/0LPGq4TWKMi3KPbkkdpWt2c0kDn7HxidTblXX3B5TSiFY7h13qasv0Gvqdqq33bcF4M8ievXGZlNSSiY8VqpbddHr3tq47arY1sS40vnEb/JsGxK+m2n4jtU/DkWv+UF6bDby7tarhLI4bd8uPnLGZRN6b34n07URJNsT/6msU0ZHZ9LTf+dzWKh/3NpOu8tSmawcxuNNBPjGnzrTOAEInAc6AfUBvoBtYF+QG2gH1Ab6AfUBvrxB165iJnTwdFjAAAAAElFTkSuQmCC" alt="" /> |
二、下面为Junit的简要说明
JUnit是一个开放源代码的Java测试框架,用于编写和运行可重复的测试。他是用于单元测试框架体系xUnit的一个实例(用于java语言)。它包括以下特性:
1、用于测试期望结果的断言(Assertion)
2、用于共享共同测试数据的测试工具
3、用于方便的组织和运行测试的测试套件
4、图形和文本的测试运行器
我从网上下载了Junit的源码并用SonarQube对其进行了代码质量分析,下图为分析结果:
aaarticlea/png;base64,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" alt="" />