Period and frequency of a lightwave

In summary, the conversation discusses the calculation of the period and frequency of a lightwave with a wavelength of 630nm. The correct calculation is shown to be 4.76Hz for frequency and 0.21 seconds for period. There was an initial error in the calculation, but it was corrected by converting the wavelength to meters. The final calculation is deemed to be correct.
  • #1
menco
43
0

Homework Statement


If a lightwave has a wavelength of 630nm, what is the period and frequency?


Homework Equations


F=c/v
T=1/F


The Attempt at a Solution


F = 3x10^8/6.3x10^-7 = 4.76Hz

T = 1/F = 1/4.76 = 0.21s

Am I correct or way off? I converted the wavelength to meters hoping this was correct
 
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  • #2
Converting the wavelength to meter is correct, but you are still way off. Take a look at your powers of 10 again.
 
  • #3
Yeah menco, there is a calculation error and nothing else.
 
  • #4
Ah yes i forgot to put it in brackets on the calculator. I had another try and got

4.76x10^14 Hz and 2.1x10^-15 seconds
 
  • #5
menco said:
2.1x10^-15 seconds

2.1 x 10-15 s-1 ,, not just s
 
  • #6
Seconds is ok. The result looks good menco.
 

Related to Period and frequency of a lightwave

1. What is the difference between period and frequency of a lightwave?

Period refers to the amount of time it takes for one complete cycle of a lightwave to occur, while frequency refers to the number of cycles that occur in one second. In other words, period is measured in units of time (such as seconds or milliseconds), while frequency is measured in units of cycles per second, also known as Hertz (Hz).

2. How are period and frequency related to each other?

Period and frequency are inversely related to each other. This means that as the period increases, the frequency decreases and vice versa. This relationship can be represented by the equation: frequency = 1/period or period = 1/frequency.

3. How does the period and frequency of a lightwave affect its energy?

The period and frequency of a lightwave are directly related to its energy. The higher the frequency of a lightwave, the more energy it has. This is because higher frequency light waves have shorter periods, which means they complete more cycles in a given amount of time, resulting in more energy. Similarly, lower frequency light waves have longer periods and therefore, less energy.

4. How do we measure the period and frequency of a lightwave?

The period of a lightwave can be measured by using a stopwatch or other timing device to measure the time it takes for one complete cycle to occur. The frequency can be measured using a device called a spectrophotometer, which measures the wavelength of the lightwave and uses that information to calculate the frequency.

5. Can the period and frequency of a lightwave be changed?

Yes, the period and frequency of a lightwave can be changed. This can be done by altering the source of the lightwave, such as changing the speed or direction of a vibrating object that is producing the light. The medium through which the lightwave travels can also affect its period and frequency. For example, light travels at different speeds in different materials, causing the wavelength and frequency to change.

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