Graeme M
- 337
- 31
What I meant is that the subject becomes incredibly complex as you dig and that leads to two things: one is that I don't have the time to dig and comment and this thread would become a rambling affair if I did, and two that some of the wrinkles are beyond my ability to grasp without doing some serious study.
SophieCentaur, by operational I am simply using the Wikipedia idea of gravitational definition and operational definition. I may have misunderstood exactly what is meant there, but in my mind it made a quite suitable distinction.
The gravitational definition is a mathematical construction about a relationship between mass and gravitational acceleration, while the operational definition reflects what I see as an obvious distinction - that the weight an object expresses on a scale can be composed of other forces. If we know enough we can filter out the additional forces (eg my finger on the scale is an obvious additional force which is not related to weight, but can be measured as weight).
DaleSpam you are probably right but to explore that in detail requires a LOT of thought and sicussion. I get it that you have the learning behind you, but I didn't even do basic stuff at school so it'd be a long road to get my head around it.
But just to help me see something about your most recent comment, what would be the total system OW in the event that I replace my bird with a small remote controlled powered aeroplane. Let me place that aircraft into a tight circle with wings vertical and held at a constant speed? As far as I can see, the COM is on average static in the vertical frame which is the one we care about, and it is not accelerating.
My understanding of aerodynamic forces suggests that lift is expressed horizontally in this example, so which force now applies to the floor of the box? Remember that earlier, we agreed that forces applied to the walls of the box do not contribute to OW.
SophieCentaur, by operational I am simply using the Wikipedia idea of gravitational definition and operational definition. I may have misunderstood exactly what is meant there, but in my mind it made a quite suitable distinction.
The gravitational definition is a mathematical construction about a relationship between mass and gravitational acceleration, while the operational definition reflects what I see as an obvious distinction - that the weight an object expresses on a scale can be composed of other forces. If we know enough we can filter out the additional forces (eg my finger on the scale is an obvious additional force which is not related to weight, but can be measured as weight).
DaleSpam you are probably right but to explore that in detail requires a LOT of thought and sicussion. I get it that you have the learning behind you, but I didn't even do basic stuff at school so it'd be a long road to get my head around it.
But just to help me see something about your most recent comment, what would be the total system OW in the event that I replace my bird with a small remote controlled powered aeroplane. Let me place that aircraft into a tight circle with wings vertical and held at a constant speed? As far as I can see, the COM is on average static in the vertical frame which is the one we care about, and it is not accelerating.
My understanding of aerodynamic forces suggests that lift is expressed horizontally in this example, so which force now applies to the floor of the box? Remember that earlier, we agreed that forces applied to the walls of the box do not contribute to OW.