对第三方接口的调用我们需要对GET和POST进行监控,看一些请求的执行是否成功,如A调用B,B调用C,C调用D,这一连串的东西需要我们使用cat进行记录,进行记录之后,我们可以很容易的发现请求响应的时间及是否出错,下面是我对这两种请求的封装。

    /// <summary>
/// cat中使用的HttpClient
/// </summary>
public class CatHttpClient
{
/// <summary>
/// 返回当前Cat上下文
/// </summary>
/// <returns></returns>
static CatContext GetCurrentContext(string message)
{ string currentUrl = System.Web.HttpContext.Current.Request.Url.AbsoluteUri;
var context = PureCat.CatClient.GetCatContextFromServer();
if (context == null)
{
context = PureCat.CatClient.DoTransaction("xuexiba", currentUrl, () =>
{
PureCat.CatClient.LogEvent("xuexiba", message, "", currentUrl);
}); }
else
{ context = PureCat.CatClient.DoTransaction("xuexiba", currentUrl, () =>
{
PureCat.CatClient.LogRemoteCallServer(context);
PureCat.CatClient.LogEvent("xuexiba", message, "", currentUrl);
});
}
return context;
}
/// <summary>
/// Post数据
/// </summary>
/// <param name="requestUri"></param>
/// <param name="content"></param>
/// <returns></returns>
public static HttpResponseMessage Post(string requestUri, HttpContent content)
{
var handler = new HttpClientHandler() { };
using (var http = new HttpClient(handler))
{
PureCat.CatClient.SetCatContextToServer(http, GetCurrentContext("Post Request Sent..."));
var response = http.PostAsync(requestUri, content).Result;
return response;
}
}
/// <summary>
/// Get数据
/// </summary>
/// <param name="requestUri"></param>
/// <returns></returns>
public static HttpResponseMessage Get(string requestUri)
{
var handler = new HttpClientHandler() { };
using (var http = new HttpClient(handler))
{
PureCat.CatClient.SetCatContextToServer(http, GetCurrentContext("Get Request Sent..."));//设置接口api的头,发送
var response = http.GetAsync(requestUri).Result;
return response;
}
}
}

在程序中使用非常方便,如下代码,一看便知

[AllowAnonymous]
public void Step1()
{
Lind.DDD.CatClientPur.CatHttpClient.Get("Http://localhost:4829/AdminCommon/Step2");
} [AllowAnonymous]
public void Step2()
{
Lind.DDD.CatClientPur.CatHttpClient.Get("Http://localhost:4829/AdminCommon/Step3");
} [AllowAnonymous]
public void Step3()
{
Lind.DDD.CatClientPur.CatHttpClient.Get("Http://localhost:4829/AdminCommon/Step4");
}
[AllowAnonymous]
public void Step4()
{
Lind.DDD.CatClientPur.CatHttpClient.Get("Http://localhost:4829/AdminCommon/Error");
}

而它产生的消息树也是我们希望看到的,即从step1到step4的记录,如图

aaarticlea/png;base64,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" alt="" />

下一讲我们将读一下,如何对一个请求从开始到结束进行cat的监控,敬请期待!

实时监控Cat之旅~对Get和Post进行封装,支持分布式消息树的更多相关文章

  1. 实时监控Cat之旅~分布式消息树的实现原理与测试

    大众点评的老吴在InfoQ上讲了Cat之后,有不少同仁开始关注这个实时监控系统,但学习的文章甚少,在GitHub上也是一言代过,给我们这些开发人员留下了N多个疑问,一时间不知道去哪里问,向谁去问了,通 ...

  2. 实时监控Cat之旅~对请求是否正常结束做监控(分布式的消息树)

    对基于请求的分布式消息树的分析 在MVC时有过滤器System.Web.Mvc.ActionFilterAttribute,它可以对action执行的整个过程进行拦截,执行前与执行后我们可以注入自己的 ...

  3. 实时监控Cat之旅~配置Cat集群需要注意的问题

    在配置cat集群时,有一些设置是我们应该注意的,从它的部署文档中我们可以看到相关信息,但说的还不够明确和重要,大叔今天总结一下Cat集群配置的注意事项 1 服务端datasources.xml用来设置 ...

  4. 转: 透过CAT,来看分布式实时监控系统的设计与实现

    评注: 开源的分布式监控系统 转:http://www.infoq.com/cn/articles/distributed-real-time-monitoring-and-control-syste ...

  5. 透过CAT,来看分布式实时监控系统的设计与实现

    2011年底,我加入大众点评网,出于很偶然的机会,决定开发CAT,为各个业务线打造分布式实时监控系统,CAT的核心概念源自eBay闭源系统CAL----eBay的几大法宝之一. 在当今互联网时代,业务 ...

  6. 大众点评cat实时监控简介及部署

    简介 背景 CAT(Central Application Tracking)是由吴其敏(前大众点评首席架构师,现携程架构负责人)主导设计基于Java开发打造的实时应用监控平台,为大众点评网提供了全面 ...

  7. 调用链监控 CAT 之 入门

    简介 CAT 是一个实时和接近全量的监控系统,它侧重于对Java应用的监控,基本接入了美团上海所有核心应用.目前在中间件(MVC.RPC.数据库.缓存等)框架中得到广泛应用,为美团各业务线提供系统的性 ...

  8. 大众美团服务链监控CAT

    github链接:https://github.com/dianping/cat CAT 作为服务端项目基础组件,提供了 Java, C/C++, Node.js, Python, Go 等多语言客户 ...

  9. Zabbix监控Low level discovery实时监控网站URL状态

    今天我们来聊一聊Low level discovery这个功能,我们为什么要用到loe level discovery这个功能呢? 很多时候,在使用zabbix监控一些东西,需要对类似于Itens进行 ...

随机推荐

  1. Java 递归、尾递归、非递归 处理阶乘问题

    n!=n*(n-1)! import java.io.BufferedReader; import java.io.InputStreamReader; /** * n的阶乘,即n! (n*(n-1) ...

  2. JavaSE入门学习24:Java面向对象补充

    一Java中的Object类 Object类是全部Java类的父类.假设一个类没有使用extendskeyword明白标识继承另外一个类,那么这个类默认 继承Object类. public class ...

  3. JavaScript-4.4函数递归之阶乘举例---ShinePans

    <html> <head> <meta http-equiv="content-type" content="text/html;chars ...

  4. hdu 2032 一维数组实现杨辉三角

    杨辉三角 Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 65536/32768 K (Java/Others) Total Submi ...

  5. IE input X 去掉文本框的叉叉和password输入框的眼睛图标

    IE input X 去掉文本框的叉叉和password输入框的眼睛图标 从IE 10開始,type="text" 的 input 在用户输入内容后.会自己主动产生一个小叉叉(X) ...

  6. (转)C/C++ 宏详解

    众多C++书籍都忠告我们C语言宏是万恶之首,但事情总不如我们想象的那么坏,就如同goto一样.宏有一个很大的作用,就是自动为我们产生代码.如果说模板可以为我们产生各种型别的代码(型别替换),那么宏其实 ...

  7. Xshell dns tunnel攻击

    该域名还会向多个超长域名做渗出,且域名采用了 DGA 生成算法,通过 DNS 解析时渗出数据. 部分生成域名如下: sajajlyoogrmkjlkmosbxowcrmwlvajdkbtbjoylyp ...

  8. Oracle RAC 实施

    第 1 步 — 确定项目范围 理由 我们实施 Oracle RAC 是为了使我们的应用程序可伸缩和高度可用,以及为我们的客户提供更可靠的服务. 目标/可交付产品 该项目的最终产品将是一个新的 Orac ...

  9. POJ 3342 树形DP+Hash

    这是很久很久以前做的一道题,可惜当时WA了一页以后放弃了. 今天我又重新捡了起来.(哈哈1A了) 题意: 没有上司的舞会+判重 思路: hash一下+树形DP 题目中给的人名hash到数字,再进行运算 ...

  10. Kali linux 2016.2(Rolling)的利用MSF攻击windows小案例(exploits + payloads + taegets)(博主推荐)

    不多说,直接上干货! 本博文举的例,是利用远程溢出windows服务器. Exploit/windows/smb/ms08_067_netapi. Payload :    windows/shell ...