Building Microservices: Using an API Gateway
What are microservices? http://microservices.io/
What are microservices?
Microservices - also known as the microservice architecture - is an architectural style that structures an application as a collection of loosely coupled services, which implement business capabilities. The microservice architecture enables the continuous delivery/deployment of large, complex applications. It also enables an organization to evolve its technology stack.
Microservices are not a silver bullet
The microservice architecture is not a silver bullet. It has several drawbacks. Moreover, when using this architecture there are numerous issues that you must address. The microservice architecture pattern language is a collection of patterns for applying the microservice architecture. It has two goals:
- The pattern language enables you to decide whether microservices are a good fit for your application.
- The pattern language enables you to use the microservice architecture successfully.
Where to start?
A good starting point is the Monolithic Architecture pattern, which is the traditional architectural style that is still a good choice for many applications. It does, however, have numerous limitations and issues and so a better choice for large/complex applications is the Microservice architecture pattern.
Building Microservices Using an API Gateway | NGINX https://www.nginx.com/blog/building-microservices-using-an-api-gateway/


https://serviceName.api.company.name
Building Microservices: Using an API Gateway的更多相关文章
- Why Do Microservices Need an API Gateway?
Why Do Microservices Need an API Gateway? - DZone Integration https://dzone.com/articles/why-do-micr ...
- 微服务实战(二):使用API Gateway
微服务实战(一):微服务架构的优势与不足 微服务实战(二):使用API Gateway 微服务实战(三):深入微服务架构的进程间通信 微服务实战(四):服务发现的可行方案以及实践案例 微服务实践(五) ...
- 微服务实战-使用API Gateway
当你决定将应用作为一组微服务时,需要决定应用客户端如何与微服务交互.在单体式程序中,通常只有一组冗余的或者负载均衡的服务提供点.在微服务架构中,每一个微服务暴露一组细粒度的服务提供点.在本篇文章中,我 ...
- 使用API Gateway
http://dockone.io/article/482 [编者的话]本系列的第一篇介绍了微服务架构模式.它讨论了采用微服务的优点和缺点,除了一些复杂的微服务,这种模式还是复杂应用的理想选择. Do ...
- 微服务实战(二):使用API Gateway - DockOne.io
原文:微服务实战(二):使用API Gateway - DockOne.io [编者的话]本系列的第一篇介绍了微服务架构模式.它讨论了采用微服务的优点和缺点,除了一些复杂的微服务,这种模式还是复杂应用 ...
- Using Amazon API Gateway with microservices deployed on Amazon ECS
One convenient way to run microservices is to deploy them as Docker containers. Docker containers ar ...
- Pattern: API Gateway / Backend for Front-End
http://microservices.io/patterns/apigateway.html Pattern: API Gateway / Backend for Front-End Contex ...
- Building microservices with Spring Cloud and Netflix OSS, part 2
In Part 1 we used core components in Spring Cloud and Netflix OSS, i.e. Eureka, Ribbon and Zuul, to ...
- 微服务API Gateway
翻译-微服务API Gateway 原文地址:http://microservices.io/patterns/apigateway.html,以下是使用google翻译对原文的翻译. 让我们想象一下 ...
随机推荐
- BZOJ 2734 洛谷 3226 [HNOI2012]集合选数【状压DP】【思维题】
[题解] 思维题,看了别人的博客才会写. 写出这样的矩阵: 1,3,9,... 2,6,18,... 4,12.36,... 8,24,72,... 我们要做的就是从矩阵中选出一些数字,但是不能选相邻 ...
- 自定义UDF函数应用异常
自定义UDF函数应用异常 版权声明:本文为yunshuxueyuan原创文章.如需转载请标明出处: http://www.cnblogs.com/sxt-zkys/QQ技术交流群:299142667 ...
- Jquery跨域请求
在JavaScript中,有一个很重要的安全性限制,被称为“Same- Origin Policy”(同源策略).这一策略对于JavaScript代码能够访问的页面内容做了很重要的限制,即JavaSc ...
- 七牛云 GO 语言周报【七月第 2 期】
全世界有多少 Gopher? 上周的周报中,我们介绍了 Go 语言的排名已经进入到前十.那么世界上到底有多少 Gopher 呢? 作者列出了以下计算公式: Gopher 数量 = 全世界的开发者数量 ...
- Linux(3):linux目录结构
查看系统版本: [root@neo ~]# cat /etc/redhat-release CentOS release 6.9 (Final) [root@neo ~]# uname -r 2.6. ...
- 【BZOJ1031】字符加密Cipher(后缀数组)
题意:将一个长度为2n(复制粘贴后)的字符串的所有长度为n的后缀从小到大排序,并依次输出它们的最后一个字母. n<=100000 思路:裸SA,模板真难背 P党不得不写成C++风格 ..]of ...
- 事件和委托: 第 6 页 .Net Framework中的委托与事件
原文发布时间为:2008-11-01 -- 来源于本人的百度文章 [由搬家工具导入] .Net Framework中的委托与事件 尽管上面的范例很好地完成了我们想要完成的工作,但是我们不仅疑惑:为什么 ...
- 指针,数组,字符串的区别(高质量程序设计指南C++/C语言第7章)
指针: 指针是变量,和平时的那些变量没有本质的差异,不同的只是它的值和类型,.,即解释方式 二进制层面:指针的值是内存单元的地址,而变量是引用内存单元值的别名 语言层面:指针的值就是变量的地址. 对象 ...
- php之ThinkPHP的memcached类的修改
php之ThinkPHP的memcached类的修改 在Think\Cache\Driver\Memcached.class.php中,增加方法获取错误信息的方法,方便调试, public funct ...
- Construct Binary Tree from Preorder and Inorder Traversal (DFS,参考)
Given preorder and inorder traversal of a tree, construct the binary tree. Note:You may assume that ...