JaredS-
I understand that "overstessed" does not necessarily mean failure. However, the values calculated give a certain confidence interval. You stated this is very high. My issue is that there is a reason for the high confidence interval. I don't think you can ever completely prevent failure. Even if you design with a factor of safety of 200, maybe an ice age comes along and a glacier sits on the house. It will most likely fail. The point is that the confidence interval is supposed to be very high, and I question when it is ok to reduce it. What is an acceptable failure rate? 1 in a million? 1 in a billion? By using the calculated values as a limit, you have a well defined value. I agree that engineering judgement and is important. I also agree with Swearingen that the "slippery slope" argument is, to some degree "hogwash" for the reasons he stated. However, engineering judgement leaves a gray area in what the limit is, and I would much rather be safe and have a concrete value. I completely understand that this is more a personal preference than something that is preventing failure.
Swearingen-
In the case of repeated members, I agree that an overstress in a single member can be accepted because multiple members will support the load. However, I think that to completely justify that assumption there should be a calculation. Perhaps the max stress of the members was determined to be 15, when it has been determined that actual values that beam will allow a stress in the range of 14.9-20. It is very likely that repeated memebers with an stress of 16 (overstressed) will be less likely to fail than a single member with a stress of 15 ("acceptable"). However, I feel that this method should be justified. Experience is certainly an option as a way to justify it, if the engineer is very confident that it will not be a problem. However, I think that when the overstess is calculated, it should at the least be noted why it was determined acceptable. In an ideal world, the load would be calculated and statistical analysis of the beams could be performed to show that the many overstessed beams has a greater confidence interval than a single "acceptable" beam. I understand this isn't always possible. Engineering judgement does have a role.
I guess my comments about not accepting overstress were more based on an ideal world, in which every possible item can be calculated (with statistical confidence values where appropriate). I understand that this isn't possible or reasonable for all cases. However, I do think that a reasonable effort should be made to shoot for the ideal case when possible and reasonable. This is where engineering judgement comes into play, What needs to be calculated, what needs to be estimated, and what can be shrugged off as acceptable by experience without even needing anything written down.
-MechEng2005