Perhaps in the natural sciences, but not in planning and logistics. Needing extra seconds on a so called
critical timeline causes delays. Preventing the need for these extra seconds is worth money. Extra seconds that are not on a critical path just shift waiting periods from one point in time to another. They do not cause delays.
Say that there are two cars meeting at an intersection. Both cars are on their way to the train station, which is normally a 5 minute drive (but you never really know what lies ahead). The people in car A need to catch a train in 6 minutes, the people in car B need to catch a train in an hour. If our global objective is that everybody catches their train, and if we would be able to decide over this (normally we aren't) which car should we let go first? Whose minutes are the most expensive?
Car A is on a critical timeline. Delays have significant consequences (missing the train). Car B is not on a critical timeline. If Car B has to wait 2 minutes for a truck to unload, that only means that they wait 2 minutes less at the platform. The wait might even have a positive value (and, hence, time "saved" a negative value), e.g. because they now need to pay less for parking at the station.
Other example:
You are young, free and single (I know you aren't and neither am I, at least you are still young
) and a nice girl is coming for dinner at 6PM. You decide to cook pasta with a nice sauce and to bake a bread.
For the bread you need to mix and kneed the ingredients (10 minutes), let the dough rise for an hour, and bake for 20 minutes.
To cook the pasta you will need to bring water to a boil (5 minutes) and cook the pasta in 10 minutes.
To make the sauce, you will cut tomatoes, zucchini, bell peppers and onions (takes 10 minutes) and cook it all with ground beef (takes 10 minutes).
The dinner needs to be ready at 6PM, and now it is 4:30PM. You start by mixing the flour and yeast and the phone rings. This phone call will delay your meal or ruin the bread, which will not impress the nice girl. You decide to let it ring since you are on a critical timeline.
The dough is mixed and is starting to rise. It is 4:40. You decide to start cutting the vegetables for the sauce. At 4:45, when half the vegetables are cut, the phone rings again. This time a phone call will not delay your meal and you answer the phone. You talk for 10 minutes to your mother, who reminds you to put basil, thyme and oregano in the sauce.
In both cases, it was your mother who called. The first time, the 10 minutes were expensive and would have caused a delay (and perhaps the girl). The second time, the 10 minutes didn't cost you anything.
In physics (ignoring relativistic effects
), a second always is the same second: 1000 ms, 1/3600 of an hour.
In logistics, not all seconds are equal. Some seconds are indifferent, others may be life changing.
Rik