To 'precipitate' a ring system uniformly around 360 degrees of equator takes an atmosphere.<br /><br />Like Saturn.<br /><br />Or Jupiter.<br /><br /><br /><br />As we have noted here before, a ring encircling an airless body experiences differential shear motion, as individual ring particles at ajacent altitudes 'rub' or 'bump' each other.<br /><br />This process slowly (but relentlessly) transfers angular momentum from the inner edge of the ring system towards the outer. This results in a slow, even, and unifornm contraction of the inside radius of the ring.<br /><br />Now, we have an exquisitely circular, and ever so slowly contracting about an irregular object. It is basic geometrical logic, that such a contracting ring, can only contact an irregular surface at a <i><b>single</b></i> point. Contact with this point triggers emplacement of the ring materials. A point cannot extend the length of the equator, it is a point. So, we expect ring emplacement on an irregular object (such as Iapetus) to be keyed to that point. Therefore, we do not expect an even distribution of materials about the equator of an airless irregular body, such as Iapetus.<br /><br />And, amazingly enough, we find the emplaced rings materials on Iapetus to be <i><b>unevenly</b></i> distributed about the equator.<br /><br /><br /> <div class="Discussion_UserSignature"> <p><font color="#ff0000"><strong>TPTB went to Dallas and all I got was Plucked !!</strong></font></p><p><font color="#339966"><strong>So many people, so few recipes !!</strong></font></p><p><font color="#0000ff"><strong>Let's clean up this stinkhole !!</strong></font> </p> </div>