1 line
128 KiB
JSON
1 line
128 KiB
JSON
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寻求标准化存储解决方案的开发人员\n\n## 2. 技术架构\n\n### 整体架构设计\n\n```mermaid\ngraph TD\n A[npm-tool 核心包] --\u003e B[HTTP 层]\n A --\u003e C[加密层]\n A --\u003e D[存储层]\n A --\u003e E[工具层]\n A --\u003e F[配置层]\n \n B --\u003e G[TsHttpUtil]\n C --\u003e H[TsCrypto]\n C --\u003e I[TsSM4]\n D --\u003e J[TsStorage]\n E --\u003e K[TsCommon]\n F --\u003e L[TsGlobalConfig]\n \n G --\u003e M[umi-request]\n H --\u003e I\n I --\u003e N[SM4 算法实现]\n J --\u003e O[localStorage]\n K --\u003e P[通用工具函数]\n L --\u003e Q[全局配置管理]\n```\n\n### 模块关系图\n\n```mermaid\nclassDiagram\n class TsHttpUtil {\n +req(url, options)\n +get(url, params, options)\n +post(url, data, options)\n +form(url, data, options)\n }\n \n class TsCrypto {\n +encrypt(content)\n +decrypt(base64)\n -sm4: TsSM4\n }\n \n class TsSM4 {\n +encrypt(plaintext)\n +decrypt(ciphertext)\n -mode: string\n -cipherType: string\n }\n \n class TsStorage {\n +save(key, value)\n +get(key, def)\n +saveUserToken(token)\n +getUserToken()\n }\n \n class TsCommon {\n +getParamFormUrl(key, host)\n +isEmpty(value)\n +parseJSON(value, def)\n +isDevelopment()\n }\n \n class TsGlobalConfig {\n +setConfig(obj)\n +getConfig()\n }\n \n TsHttpUtil --\u003e TsCrypto\n TsHttpUtil --\u003e TsStorage\n TsHttpUtil --\u003e TsCommon\n TsHttpUtil --\u003e TsGlobalConfig\n TsCrypto --\u003e TsSM4\n```\n\n### 数据流架构\n\n```mermaid\nflowchart TD\n A[业务请求] --\u003e B[TsHttpUtil]\n B --\u003e C[参数处理]\n C --\u003e D[加密处理]\n D --\u003e E[HTTP 请求]\n E --\u003e F[响应处理]\n F --\u003e G[解密处理]\n G --\u003e H[数据返回]\n \n I[配置设置] --\u003e J[TsGlobalConfig]\n J --\u003e B\n \n K[存储操作] --\u003e L[TsStorage]\n L --\u003e M[localStorage]\n```\n\n## 3. 核心实现\n\n### 主入口文件\n- **index.js**: 统一导出所有核心模块，提供简洁的 API 接口\n\n### HTTP 请求模块\n- **TsHttpUtil.js**: 基于 umi-request 的 HTTP 封装，提供 GET、POST、FORM 请求方法\n- 支持自动参数处理、分页器转换、加密数据传输\n- 内置错误处理和状态码映射\n\n### 加密安全模块\n- **TsCrypto.js**: SM4 加密算法的封装，基于 base64-js 实现\n- **TsSM4.js**: 完整的 SM4 算法实现，支持 CBC 和 ECB 模式\n- 自动填充和去填充机制，确保数据完整性\n\n### 存储管理模块\n- **TsStorage.js**: 基于 localStorage 的数据持久化\n- 提供用户 token 管理和加密开关控制\n- 统一的数据序列化和反序列化处理\n\n### 工具函数模块\n- **TsCommon.js**: 通用工具函数集合\n- 包含 URL 参数解析、空值判断、JSON 解析等功能\n- 环境检测和字符串处理工具\n\n### 全局配置模块\n- **TsGlobalConfig.js**: 集中配置管理系统\n- 支持动态配置更新和默认配置\n- 提供前缀配置和错误处理回调\n\n### 组件关系图\n\n```mermaid\ngraph LR\n A[index.js] --\u003e B[TsHttpUtil]\n A --\u003e C[TsCrypto]\n A --\u003e D[TsStorage]\n A --\u003e E[TsCommon]\n A --\u003e F[TsSM4]\n A --\u003e G[TsGlobalConfig]\n \n B --\u003e H[umi-request]\n C --\u003e F\n C --\u003e I[base64-js]\n D --\u003e E\n B --\u003e D\n B --\u003e E\n B --\u003e G\n C --\u003e G\n```\n\n## 4. 关键特性\n\n### 功能特性概览\n\n#### 1. HTTP 请求增强\n- **智能参数处理**: 自动处理分页器、equals 条件等复杂参数\n- **动态前缀支持**: 支持函数式和静态前缀配置\n- **加密数据传输**: 可选的请求体加密功能\n- **统一错误处理**: 标准化的错误响应格式\n\n#### 2. 数据安全保护\n- **SM4 算法**: 国密标准的对称加密算法\n- **多种模式支持**: CBC 和 ECB 加密模式\n- **自动填充机制**: 确保数据块大小符合要求\n- **Base64 编码**: 方便数据传输和存储\n\n#### 3. 存储管理优化\n- **统一接口**: 简化的存储 API 设计\n- **类型安全**: 自动 JSON 序列化和反序列化\n- **默认值处理**: 安全的默认值获取机制\n- **Token 管理**: 专门的用户认证信息存储\n\n#### 4. 开发体验提升\n- **环境检测**: 自动识别开发和生产环境\n- **配置灵活**: 支持运行时配置更新\n- **错误友好**: 清晰的错误信息和状态码映射\n- **扩展性强**: 模块化设计便于功能扩展\n\n### 特性架构图\n\n```mermaid\nstateDiagram-v2\n [*] --\u003e 初始化\n 初始化 --\u003e 配置加载\n 配置加载 --\u003e 功能就绪\n \n 功能就绪 --\u003e HTTP请求\n HTTP请求 --\u003e 参数处理\n 参数处理 --\u003e 加密检查\n 加密检查 --\u003e 发送请求\n 发送请求 --\u003e 接收响应\n 接收响应 --\u003e 解密检查\n 解密检查 --\u003e 数据返回\n 数据返回 --\u003e 功能就绪\n \n 功能就绪 --\u003e 加密操作\n 加密操作 --\u003e 数据加密\n 数据加密 --\u003e 功能就绪\n \n 功能就绪 --\u003e 存储操作\n 存储操作 --\u003e 数据存储\n 数据存储 --\u003e 功能就绪\n```\n\n## 5. 总结与建议\n\n### 项目优势\n1. **模块化设计**: 清晰的功能分离，便于维护和扩展\n2. **安全性考虑**: 内置加密机制，满足数据安全需求\n3. **易用性**: 统一的 API 接口，降低使用成本\n4. **灵活性**: 支持多种配置选项，适应不同场景\n\n### 架构特点\n- **分层清晰**: HTTP、加密、存储、工具各司其职\n- **依赖最小化**: 外部依赖较少，减少兼容性问题\n- **功能完整**: 覆盖了常见的开发需求场景\n\n### 改进建议\n1. **测试覆盖**: 建议增加单元测试和集成测试\n2. **文档完善**: 补充详细的 API 文档和使用示例\n3. **性能优化**: 考虑缓存机制和异步处理优化\n4. **错误监控**: 增加更详细的错误日志和监控能力\n\n### 发展方向\n- 支持更多加密算法和存储后端\n- 增加中间件和拦截器机制\n- 扩展到移动端和小程序平台\n- 提供 TypeScript 类型定义\n\n**Sources:**\n- [package.json](package.json)\n- [index.js](index.js)\n- [TsCommon.js](src/utils/TsCommon.js)\n- [TsCrypto.js](src/utils/TsCrypto.js)\n- [TsSM4.js](src/utils/TsSM4.js)\n- [TsStorage.js](src/utils/TsStorage.js)\n- [TsGlobalConfig.js](src/utils/TsGlobalConfig.js)\n- [TsHttpUtil.js](src/https/TsHttpUtil.js)\n- [.gitignore](.gitignore)\n\n\u003c/blog\u003e","gmt_create":"2026-04-29T10:59:08.214363+08:00","gmt_modified":"2026-04-29T10:59:08.214363+08:00","id":"72a398a2-ad0e-4f1f-9648-a9cb6b67e3ed","repo_id":"26373228-2bb2-4a24-9ab4-947418ed367c"},"wiki_readme":{"content":"No readme 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package.json\\n\"","current_document_structure":"WikiEncrypted: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","catalogue_think_content":"WikiEncrypted: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","recovery_checkpoint":"wiki_generation_completed","last_commit_id":"67066d69d6572c762d036d46a911e6e80c44ba19","last_commit_update":"2026-04-29T11:15:40.624041+08:00","gmt_create":"2026-04-29T10:57:30.754774+08:00","gmt_modified":"2026-04-29T11:15:40.624041+08:00","extend_info":"{\"language\":\"zh\",\"active\":true,\"branch\":\"master\",\"shareStatus\":\"\",\"server_error_code\":\"\",\"cosy_version\":\"0.15.0\"}"}} 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