石鑫华视觉 发表于 2022-3-23 18:30:01

LabVIEW基于sqlite3.dll动态链接库函数操作SQLite数据库

LabVIEW基于sqlite3.dll动态库函数操作SQLite数据库

LabVIEW基于ODBC使用LabSQL操作SQLite数据库
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(出处: 视觉论坛VISIONBBS|视觉之家VISIONHOME)
上面的帖子中,介绍了使用ODBC方式驱动SQLite数据库,并且使用了LabSQL库来操作SQLite。这里需要配置ODBC,需要对LabSQL也有一定的了解。本主题,将介绍使用sqlite3.dll动态链接库中的函数直接操作SQLite数据库。

关于本主题中的内容,可以搜索一下《LabVIEW访问SQLite数据库接口研究》文章,有介绍了一下大概要用到sqlite3.dll库中一些基本函数的使用方法,例如open、prepare、step、finalize、close等。

本示例中,使用到了prepare准备函数,用于编译SQL执行语句。本示例使用的sqlite3.dll是官网下载的最新版本sqlite-dll-win32-x86-3380100/sqlite-dll-win32-x64-3380100,其中包含了sqlite3_prepare、sqlite3_prepare_v2、sqlite3_prepare_v3三个版本的函数。其中sqlite3_prepare和sqlite3_prepare_v2函数可以用于本示例中。但是sqlite3_prepare_v3因为多了unsigned int prepFlags这个参数,所以不适用本示例(可自行修改添加本参数以适用V3版本)。关于三个版本prepare函数的具体定义,参考下面的内容或官方文档。
int sqlite3_prepare(
sqlite3 *db,            /* Database handle */
const char *zSql,       /* SQL statement, UTF-8 encoded */
int nByte,            /* Maximum length of zSql in bytes. */
sqlite3_stmt **ppStmt,/* OUT: Statement handle */
const char **pzTail   /* OUT: Pointer to unused portion of zSql */);

int sqlite3_prepare_v2(
sqlite3 *db,            /* Database handle */
const char *zSql,       /* SQL statement, UTF-8 encoded */
int nByte,            /* Maximum length of zSql in bytes. */
sqlite3_stmt **ppStmt,/* OUT: Statement handle */
const char **pzTail   /* OUT: Pointer to unused portion of zSql */);

int sqlite3_prepare_v3(sqlite3 *db,            /* Database handle */
const char *zSql,       /* SQL statement, UTF-8 encoded */
int nByte,            /* Maximum length of zSql in bytes. */
unsigned int prepFlags, /* Zero or more SQLITE_PREPARE_ flags */
sqlite3_stmt **ppStmt,/* OUT: Statement handle */
const char **pzTail   /* OUT: Pointer to unused portion of zSql */);
本示例需要区分LabVIEW32和64位版本。32位的LabVIEW调用32位的sqlite3.dll,64位的LabVIEW则调用64位的sqlite3.dll。不能兼容一起使用,64位的LabVIEW也不能调用32位的sqlite3.dll。这个就没有LabSQL方式使用ODBC驱动来的方便,在使用LabSQL ODBC方式时,编写的示例在32/64位LabVIEW中可以随便切换。但是这种方法有一个好处是可以不用如第三方的SQLiteStudio来创建数据库。在使用sqlite3.dll的Open函数时,对于指定路径的数据库,如果存在,则直接打开;如果不存在,则新建然后再打开。所以,这里是可以不用先创建一个数据库的。只要路径方式符合Windows环境中的路径要求,指定名称,就可以自动的创建一个数据库。然后,再使用创建表等函数,来创建需要的表。另外就是sqlite3.dll函数不能直接返回多行数据,所以要当要读取多行数据时,是使用LabVIEW的for循环来处理的,这样如果读取数据比较多时,可能耗时比较大,具体的没有验证过。不过一般LabVIEW环境中使用数据库,都是只考虑写入,一般不做读取分析。数据分析一般会放到其它应用中来处理。

本示例,可以针对中文的路径、表名称、字段、内容等。使用方法是将GBK的内容,转换为UTF8的内容。在主要的execute执行函数中,添加了UTF8到TXT,TXT到UTF8等判断。如果数据库没有存在,使用sqlite3.dll的Open函数自动合建时,则该数据库的字符集将是UTF8方式的。这时,需要将表名称、字段名称、内容等涉及中文的,都转换为UTF8方式。而如果是使用第三方的SQLiteStudio创建的数据库,默认是GBK字符集,这时就不需要转换为UTF8。

本示例演示了查询表、创建表、插入数据、查询数据、更新数据、删除数据等常规的SQL命令。

下面的是32位LabVIEW的效果:

原数据库中的内容

插入新的数据

更新数据(密码更新,倒转)

删除数据

下面的是64位LabVIEW的效果:

原始数据

插入数据

更新数据(密码更新,倒转)

删除数据

示例下载:
LabVIEW2020SP1F1x86 32位版本:


LabVIEW2020SP1F1x64 64位版本:





yanglb96771 发表于 2022-6-29 19:52:14

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楼主,使用下载的vi做了个简单的试验,prepare执行返回错误1,statement值为零。请问下楼主能帮忙解答一下吗?谢谢

yanglb96771 发表于 2022-6-29 19:56:01

贴的图片好像不能显示,我把vi发你看一下,非常简单。

yanglb96771 发表于 2022-6-29 19:56:37

页: [1]
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