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In [8] Liang and Bai have shown that the  4 kC snake graph is an odd harmonious graph for each k ³ 1.
In this paper we generalize this result on cycles by showing that the  n kC snake with string 1,1,…,1 when
n º 0 (mod 4) are odd harmonious graph. Also we show that the  4 kC snake with mpendant edges for
each k,m ³ 1 , (for linear case and for general case). Moreover, we show that, all subdivision of 2 k mD 
snake are odd harmonious for each k,m ³ 1 . Finally we present some examples to illustrate the proposed
theories.
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