Seconds to Cycles

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mbrooke

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Brain freeze. How do I convert seconds to cycles equation wise? I have lost my proportion logic. :ashamed1:
 
What basis? 60 Hz?

if you want to convert cycles/sec to sec/cycle
just invert
if f = 10 cycle/sec
time = 1/10 = 0.10 sec/cycle

if on a 60 cyc/sec basis
divide by 60
1 cycle / 60 cyc/sec = 0.01667 Sec
 
What basis? 60 Hz?

if you want to convert cycles/sec to sec/cycle
just invert
if f = 10 cycle/sec
time = 1/10 = 0.10 sec/cycle

if on a 60 cyc/sec basis
divide by 60
1 cycle / 60 cyc/sec = 0.01667 Sec

60Hz. The raw values are specified in seconds, but the settings sheet wants cycles.

IE:

Zone 1 delay @ 0.05 seconds = 3 cycles

Zone 2 delay @ 0.35 seconds = to 21 cycles

Zone 3 delay @ 1.2 seconds = 72 cycles

And yes I am aware that Zone 1 has a 3 cycle delay :)
 
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Brain freeze. How do I convert seconds to cycles equation wise? I have lost my proportion logic. :ashamed1:

The simple way is to go by what you already know. That is seconds and cycles. You know that 1 second is 60 cycles. To get from 1 to 60 mathematically, you just multiply by 60, so seconds times 60 gives you the number of cycles.

No need to do repeating decimals or division.

Seconds x 60 = cycles
 
The simple way is to go by what you already know. That is seconds and cycles. You know that 1 second is 60 cycles. To get from 1 to 60 mathematically, you just multiply by 60, so seconds times 60 gives you the number of cycles.

No need to do repeating decimals or division.

Seconds x 60 = cycles

What if I be in Spain or Austria?
 
The simple way is to go by what you already know. That is seconds and cycles. You know that 1 second is 60 cycles. To get from 1 to 60 mathematically, you just multiply by 60, so seconds times 60 gives you the number of cycles.

No need to do repeating decimals or division.

Seconds x 60 = cycles


If there is ever a moment for this >>> :slaphead::slaphead: x60 would be a lot easier... I tend to think it out the most complex... often till mental exhaustion. :lol: :(
 
Period (t) is the mathematical reciprocal of frequency (f). 1/t = f, 1/f = t
 
So, if t= 1 second, then f would = 1/1, or 1?

I know what you are getting at, but as presented, the above question begs to be asked.
The question begs to be answered:
Yes. A frequency of one Hz has a period of one second
Not surprising at all to me.

mobile
 
The question begs to be answered:
Yes. A frequency of one Hz has a period of one second
Not surprising at all to me.

mobile

I am playing the Devil's advocate here.

The question asked was:

"How do I convert seconds to cycles equation wise?"

This

"Period (t) is the mathematical reciprocal of frequency (f). 1/t = f, 1/f = t"

being the answer, IMHO, isn't the answer to the question.

It is indeed a fact, but is it the answer to the question?

The OP was looking for a number of cycles, not a frequency, based on a known amount of time.





 
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So, if t= 1 second, then f would = 1/1, or 1?

I know what you are getting at, but as presented, the above question begs to be asked.
Looking back at the exact wording of your example, the correct answer would be that if t = 1 second, then f would be 1/second or one per second. Not just 1.

And the formula given was a legitimate answer to an intermediate post even though it did not directly answer the OP's question.

If the time period in question is, for example, .2 seconds, and you have a frequency of 10 Hz (cycles per second), then the number of cycles would be:

.2 seconds times 10 cycles per second, equals 2 cycles.

When dealing with frequency and rotational speed, we often leave out the "cycles" or "rotations" dimension, since it is technically a dimensionless number, but that makes it harder to check that you got a correct formula.
 
Agreed, but there is no multiplication in these formulas:

1/t = f, 1/f = t

Your example,

.2 seconds times 10 cycles per second, equals 2 cycles,

is:

t(time) x f (cycles per second) = x (number of cycles)

not:

1/t = f, nor 1/f = t
As I stated, the formulas you reacted to were just an intermediate result, not the final answer.
If they were intended as a direct answer to the OP, then, yes, they were not adequate.
 
As I stated, the formulas you reacted to were just an intermediate result, not the final answer.
If they were intended as a direct answer to the OP, then, yes, they were not adequate.

I see that now. The correct answer is "multiply time by the frequency". Example 10 seconds at 60 cycles/sec => (10 sec)(60 cycles/sec) = 600 cycles. I'm sure someone else must have said that.
 
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