由条件方程组的原系数进行克吕格分组平差

Direct Kruger Grouping Adjustment with the Coefficients of Conditional Equations

在克吕格分组平差理论的基础上，不改化第二组条件方程的系数可直接进行分组平差，本文用一典型图形平差的实例验证；该方法简单且直观的优越性．

On the basis of Kruger grouping adjustment theory, the adjustment can directly be done without the reduction of the coefficients of the second group of conditional equations. It is concluded that the method is simpler and more direct by an adjustment example of typical figure.