I did a brief, off-the-cuff calculation of this.<br /><br />Using the formula T (Tau)=T0/Sqrt(1-(V^2/C^2)), I came up with a Tau of 0.9999999805. That's the factor by which their clocks will be off, compared to ours.<br /><br />Which is to say, that over, say, a span of 1 year:<br /><br />1 year=31,557,600 seconds<br /><br />31,557,600 seconds * Tau<br /><br />=31,557,599.38 seconds<br /><br />So over the span of 1 year, Voyager 1 is 0.61537 seconds off from the stationary observer. Since Voyager 1 was launched (again, ballpark) about 27.5 years ago:<br /><br />27.5 years * 0.61537 time difference<br /><br />= 16.92 seconds.<br /><br />So (and remember, these are very "back of the envelope calculations), Voyager 1 is some 16.92 seconds behind our stationary clocks.<br /><br />Mind you, to make it simple, I assumed that 99.99% of it's voyage was at it's current velocity, which was not the case. But this is a reasonable approximation (it's been years since I had to figure this. Hope I did it right). I had to make some gross assumptions in the lack of exact figures...<br /> <div class="Discussion_UserSignature"> <p><em>Differential Diagnosis: </em>"<strong><em>I am both amused and annoyed that you think I should be less stubborn than you are</em></strong>."<br /> </p> </div>