Java学习-025-类名或方法名应用之一 -- 调试源码

上文讲述了如何获取类名和方法名，敬请参阅： Java学习-024-获取当前类名或方法名二三文 。

通常在应用开发中，调试或查看是哪个文件中的方法调用了当前文件的此方法，因而在实际的应用中需要获取相应的包名、类名、方法名、行数，从而快速定位，及统计方法被调用的次数，生成类方法关系链。

相信爱钻研的小主们，通过上篇文章，已经懂得了，如何获取主调方法、从调方法。那我直接上码了，敬请各位小主参阅，若有不足之处，敬请各位大神指正，不胜感激！

GetClassMethodName.java 源码内容如下所示：

/**
 * Aaron.ffp Inc.
 * Copyright (c) 2004-2015 All Rights Reserved.
 */
package com.java.demo;

import org.testng.annotations.Test;

/**
 * Get information of class and method
 *
 * @author Aaron.ffp
 * @version V1.0.0: Jsoup com.java.demo GetClassMethodName.java, 2015-8-13 10:58:39 Exp $
 */
public class GetClassMethodName extends InvokeClass{

    /**
     * Debug code demo use Exception
     *
     * @author Aaron.ffp
     * @version V1.0.0: Jsoup com.java.demo GetClassMethodName.java test_invokeMethod_001, 2015-8-14 12:50:32 Exp $
     *
     */
    @Test
    public void test_invokeMethod_001(){
        System.out.println(" ====== Main Invoke Method : GetClassMethodName.test_invokeMethod_001() =========================== ");
        this.invokeMethod_001();
    }

    /**
     * Debug code demo use Thread
     *
     * @author Aaron.ffp
     * @version V1.0.0: Jsoup com.java.demo GetClassMethodName.java test_invokeMethod_002, 2015-8-14 12:51:33 Exp $
     *
     */
    @Test
    public void test_invokeMethod_002(){
        System.out.println(" ====== Main Invoke Method : GetClassMethodName.test_invokeMethod_002() =========================== ");
        this.invokeMethod_002();
    }
}

InvokeClass.java 源码内容如下所示：

/**
 * Aaron.ffp Inc.
 * Copyright (c) 2004-2015 All Rights Reserved.
 */
package com.java.demo;

import com.demo.HelperReporter;

/**
 * Invoked class
 *
 * @author Aaron.ffp
 * @version V1.0.0: Jsoup com.java.demo InvokeClass.java, 2015-8-14 01:15:12 Exp $
 */
public class InvokeClass extends HelperReporter{
    /**
     * By Exception
     *
     * @author Aaron.ffp
     * @version V1.0.0: Jsoup com.java.demo InvokeClass.java invokeMethod_001, 2015-8-14 01:15:51 Exp $
     *
     */
    public void invokeMethod_001(){
        StackTraceElement[] ste = new Exception().getStackTrace();

        System.out.println(" ====== Invoked Method : InvokeClass.invokeMethod_001() =========================== ");

        for (int i = 0; i < ste.length; i++) {
            if (i > 1) {
                break;
            }

            System.out.println("ste[" + i + "].getClassName()" + "\t" + ste[i].getClassName() + "\n" +
                               "ste[" + i + "].getFileName()" + "\t" + ste[i].getFileName() + "\n" +
                               "ste[" + i + "].getMethodName()" + "\t" + ste[i].getMethodName() + "\n" +
                               "ste[" + i + "].getLineNumber()" + "\t" + ste[i].getLineNumber() + "\n"
                               );
        }
    }

    /**
     * By Thread
     *
     * @author Aaron.ffp
     * @version V1.0.0: Jsoup com.java.demo InvokeClass.java invokeMethod_002, 2015-8-14 01:16:19 Exp $
     *
     */
    public void invokeMethod_002(){
        StackTraceElement[] ste = Thread.currentThread().getStackTrace();

        System.out.println(" ====== Invoked Method : InvokeClass.invokeMethod_002() =========================== ");

        for (int i = 0; i < ste.length; i++) {
            if (i < 1 || i > 2) {
                continue;
            }

            System.out.println("ste[" + i + "].getClassName()" + "\t" + ste[i].getClassName() + "\n" +
                               "ste[" + i + "].getFileName()" + "\t" + ste[i].getFileName() + "\n" +
                               "ste[" + i + "].getMethodName()" + "\t" + ste[i].getMethodName() + "\n" +
                               "ste[" + i + "].getLineNumber()" + "\t" + ste[i].getLineNumber() + "\n"
                              );
        }
    }
}

源码运行结果如下所示：

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" alt="" />

在实际应用中，各位小主参照此方法进行相应的变更即可，也可将此相关信息封装成方法，定制适合测试框架等的输出，注意通过 Exception 或 Thread 获取相关信息时的不同（此部分后续会做一些简单的示例，给各位小主参阅，敬请期待）！

至此， Java学习-025-类名或方法名应用之一 -- 调试源码 顺利完结，希望此文能够给初学 Java 的您一份参考。

最后，非常感谢亲的驻足，希望此文能对亲有所帮助。热烈欢迎亲一起探讨，共同进步。非常感谢！ ^_^