Clarification of power misuse and conservation of energy lie
Here is an example of what Lets Replicate - a disinformation expert had to say about measuring a bouncing ball:
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The work done at the first bounce is:
0.049 joules / 0.451 seconds = 0.109 watts
The amount of work done from the start to the peak of the first bounce is:
(0.049 joules - 0.0441 joules) / (0.451 s + 0.429 s) = 0.0049 joules / 0.88 s = 0.00557 watts
and the amount of work done from the start to the second second bounce point is:
0.049 joules / (0.451 s + 0.429s*2) = 0.049 joules / 1.309 seconds = 0.0374 watts
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This is 8th-9th grade physics.
To lift a mass of x to a certain height dissipated 0.049 joules (force x distance) to determine the joules of work done (joule seconds or watt seconds). He then divides the time of how long it took in order to get to the watt reading, which is POWER. 0.109 WATTS - that is a power reading. The power reading has no time in it and is not work done.
He is misusing the POWER, which is 0.109 watts as "work done" which can only be determined AFTER you multiply the 0.109 watts for example by the 0.451 seconds, then you get the work done 0.049 joule seconds or 0.049 watt seconds.
So in the POWER measurement itself, you have to strip time out of the energy dissipated to see it (the power at which the energy was dissipated).
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Mario said: "because power ist rate of energy in time"
So is "ist" supposed to be is or is it supposed to be isn't? In either case,
power can be increase but so can energy.
On the clarification of no such thing as conservation of energy...
When you put in x potential that winds up doing work on one cycle, 100% is GONE and DISSIPATED back to the environment. NO PART of that is conserved. What happens is a NEW potential difference is established, that allows NEW potential from its source to come in, which will do more work. This is a very simple concept and is why there is no such thing as conservation of energy.
1. potential difference is established
2. NEW potential comes into the system.
3. potential is dissipated through resistances towards a lower potential difference (energy dissipation - real work done).
4. 100% is gone and when the system becomes asymmetrical again.... goto step 1 and repeat.
No energy is ever conserved - there is only new potential that comes in, goes to work, dissipates COMPLETELY, new potential difference is established, new potential comes in, goes to work, etc...
And if we're talking about a mechanical unit, we are using gravitational potential as input that DOES do work in the system so the entire notion of "storing" potential and conserving any energy is completely unnecessary as we have no shortage of free dynamic inflowing potential at every point.
1. Power isn't work.
2. There can be and ARE energy gains in 100% of every over 1.0 cop system.
3. There is no such thing as conservation of energy.
Here is an example of what Lets Replicate - a disinformation expert had to say about measuring a bouncing ball:
-----------------------------------
The work done at the first bounce is:
0.049 joules / 0.451 seconds = 0.109 watts
The amount of work done from the start to the peak of the first bounce is:
(0.049 joules - 0.0441 joules) / (0.451 s + 0.429 s) = 0.0049 joules / 0.88 s = 0.00557 watts
and the amount of work done from the start to the second second bounce point is:
0.049 joules / (0.451 s + 0.429s*2) = 0.049 joules / 1.309 seconds = 0.0374 watts
-----------------------------------
This is 8th-9th grade physics.
To lift a mass of x to a certain height dissipated 0.049 joules (force x distance) to determine the joules of work done (joule seconds or watt seconds). He then divides the time of how long it took in order to get to the watt reading, which is POWER. 0.109 WATTS - that is a power reading. The power reading has no time in it and is not work done.
He is misusing the POWER, which is 0.109 watts as "work done" which can only be determined AFTER you multiply the 0.109 watts for example by the 0.451 seconds, then you get the work done 0.049 joule seconds or 0.049 watt seconds.
So in the POWER measurement itself, you have to strip time out of the energy dissipated to see it (the power at which the energy was dissipated).
-----------------------------------
Mario said: "because power ist rate of energy in time"
So is "ist" supposed to be is or is it supposed to be isn't? In either case,
power can be increase but so can energy.
On the clarification of no such thing as conservation of energy...
When you put in x potential that winds up doing work on one cycle, 100% is GONE and DISSIPATED back to the environment. NO PART of that is conserved. What happens is a NEW potential difference is established, that allows NEW potential from its source to come in, which will do more work. This is a very simple concept and is why there is no such thing as conservation of energy.
1. potential difference is established
2. NEW potential comes into the system.
3. potential is dissipated through resistances towards a lower potential difference (energy dissipation - real work done).
4. 100% is gone and when the system becomes asymmetrical again.... goto step 1 and repeat.
No energy is ever conserved - there is only new potential that comes in, goes to work, dissipates COMPLETELY, new potential difference is established, new potential comes in, goes to work, etc...
And if we're talking about a mechanical unit, we are using gravitational potential as input that DOES do work in the system so the entire notion of "storing" potential and conserving any energy is completely unnecessary as we have no shortage of free dynamic inflowing potential at every point.
1. Power isn't work.
2. There can be and ARE energy gains in 100% of every over 1.0 cop system.
3. There is no such thing as conservation of energy.
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