A mathematical model of blood flow in single arteries and arterioles s
ubject to both the pulsatile pressure gradient due to normal heart act
ion and a single cycle of body acceleration is presented. The body acc
eleration is such that it increases from zero to a maximum value at a
uniform rate, remains constant at this maximum value for some time and
thereafter returns to zero at a uniform rate. To account for the red
cells in blood, blood is considered to be a two-phase fluid, that is,
a suspension of red cells in plasma. Numerical results are presented f
or the effects of body acceleration on flow variables, such as, flow r
ate, velocity, acceleration and shear stress corresponding to the flow
of blood in the human aorta and arterioles.