A three-dimensional numerical investigation of steady laminar flow and
heat transfer is undertaken to determine the developing as well as fu
lly developed temperature fields. Physical interpretation is given for
the enhancement of the heat transfer coefficient at the thermal entra
nce region and the overall increase in heat transfer in helical ducts
compared to straight ducts. The variation of peripherally averaged Nus
selt number is studied for the constant wall temperature boundary cond
ition. Detailed analysis is given for the peripheral variation of Nuss
elt number and the temperature field at different cross-sectional plan
es. The effect of the Prandtl number on the temperature field is also
studied. The problem is solved using a segregated solution approach wh
ich reduces the total computer memory requirements.