想总结下PHPExcel的读取excel到数组的function，用的时候直接调取，懒……
参考了以下链接：
http://www.jb51.net/article/29071.htm
http://www.cnblogs.com/mingaixin/p/4746454.html
感谢二位大神！
直接上代码吧：
<?php
/**
* User: Klaus
* Date: 2016/4/8 15:46
*/
//声明编码，防止中文乱码
header("Content-type: text/html; charset=utf-8"); //引入PHPExcel
require "PHPExcel_1.8.0_doc/Classes/PHPExcel.php"; echo '07版:',PHP_EOL;
var_dump(excel2arr('TEST.xlsx'));//07版
echo '03版:',PHP_EOL;
var_dump(excel2arr('TEST.xls'));//03版 function excel2arr($filePath){
// Check prerequisites
if (!file_exists($filePath)) {
exit("not found $filePath.\n");
} //默认用excel2007读取excel，若格式不对，则用之前的版本进行读取
$reader = new PHPExcel_Reader_Excel2007();
if(!$reader->canRead($filePath)){
$reader = new PHPExcel_Reader_Excel5();
if(!$reader->canRead($filePath)){
return 'no Excel';
}
}
$PHPExcel = $reader->load($filePath); // 载入excel文件
$sheet = $PHPExcel->getSheet(0); // 读取第一個工作表
$highestRow = $sheet->getHighestRow(); // 取得总行数
$highestColumm = $sheet->getHighestColumn(); // 取得总列数
$highestColumm= PHPExcel_Cell::columnIndexFromString($highestColumm); //字母列转换为数字列 如:AA变为27 /** 循环读取每个单元格的数据 */
for ($row = 1; $row <= $highestRow; $row++){//行数是以第1行开始
for ($column = 0; $column < $highestColumm; $column++) {//列数是以第0列开始
$columnName = PHPExcel_Cell::stringFromColumnIndex($column);
// echo $sheet->getCellByColumnAndRow($column, $row)->getValue()." ";
$excelarr[$row][] = $sheet->getCellByColumnAndRow($column, $row)->getValue();
}
}
return $excelarr;
} ?>
结果如下：
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" alt="" width="581" height="720" />
增加：
将列的数字序号转成字母使用,代码如下:
复制代码 代码如下:
PHPExcel_Cell::stringFromColumnIndex($i); // 从o开始
将列的字母转成数字序号使用,代码如下:
复制代码 代码如下:
PHPExcel_Cell::columnIndexFromString('AA');