• 可能出现无法MySQL函数语法转换对应db2格式情况

    There may be situations where you cannot translate MySQL functions or syntax into a convenient DB2 format.

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  • 为了来自数据库字段内容转换为HTML,每个字段格式模块都有自己查看函数

    To transform the content from the database for the field into HTML, each field formatter module has its own view function.

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  • 但是需要这个功能时,使用充分测试的内置函数要比编写自己的特制转换格式化工具要稳妥得

    But when you need it, it is much more robust to have well-tested built-in functions than to write your own ad-hoc converters and formatters.

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  • 可能会感到奇怪。其实内部函数调用输入字符串转换使用特定格式编译的时间戳。

    In case you're curious, the inner function call converts the input string into a timestamp that complies with a specific format.

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  • SQL/XML发布函数允许关系数据转换成 XML 格式

    SQL/XML publishing functions allow you to convert relational data into XML format.

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  • 语言环境设置导致printf中的%l s格式说明调用wcsrtombs函数以便于将字符参数字符串转换成依赖语言环境的多字节编码

    The locale setting will cause the % ls format specifier in printf to call the wcsrtombs function in order to convert the wide character argument string into the locale-dependent multi-byte encoding.

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  • 篇文章最后给出了个名为 convert_to_upper 的函数操作一个字节,并字符串转换大写格式

    The last article ended with a function called convert_to_upper, which operated one byte at a time to convert a string to uppercase.

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  • 首先搭建图像处理平台,编写一些基础底层函数图像文件的读写、图像格式转换、图像数据的分离合成

    Firstly, a platform of image procession is created, in which some basic functions are provided, such as reading and writing image file, image format conversion, image data separation and combination.

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  • 使用任何XML方言格式良好的数据可以通过函数转换容易地操作

    Well-formed data of any XML dialect can be easily manipulated through functional transformation.

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  • 文中给出了函数方程边界条件坐标转换形式离散格式,采用了式(SIP)迭代法,分别对具有弓形和半弓形突体的直管进行了计算。

    In this paper, the transformed forms of the flow function equation and boundary conditions and their difference expressions are given, and Strongly Implicit Procedure (SIP) iteration is used.

    youdao

  • 文中给出了函数方程边界条件坐标转换形式离散格式,采用了式(SIP)迭代法,分别对具有弓形和半弓形突体的直管进行了计算。

    In this paper, the transformed forms of the flow function equation and boundary conditions and their difference expressions are given, and Strongly Implicit Procedure (SIP) iteration is used.

    youdao

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