It's due to inertia. The first Newton's law says that if the forces applied on an object is zero (the case of your sphere after your gravity change), the acceleration is zero. But it does not mean that the velocity is null. In your case, the velocity will stay constant.
Another way to convince you is with Newton's second law which is probably coded in ammo.js:
ma = F
a is the acceleration, m the mass, F the sum of external forces.
Let's say that a = (v_{t+1} - v_t) / dt. With F=0, you will get v_{t+1} = v_t, a constant velocity.
v is the velocity, dt the time step.
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