What is the Degree of Order in Parallel Lines?

  • Thread starter eranb2
  • Start date
  • Tags
    Degree
In summary, you can think of 100 lines in a row as representing a higher degree of order than 10 lines in a row.
  • #1
eranb2
26
0
Hi

can i say that 100 lines in the same direction represents a higher degree of order then
10 lines in the same direction?

if not then what is the best example?


thanks.
 
Physics news on Phys.org
  • #2
Hi eranb2;1838295! :smile:
eranb2 said:
Hi

can i say that 100 lines in the same direction represents a higher degree of order then
10 lines in the same direction?

if not then what is the best example

Is this a thermodynamics/entropy question? :confused:

Or is it just a general "order of magnitude" question?

If the latter, how about $100 is a higher order of expenditure than $10?

If the former, "100 lines in the same direction" isn't just a higher degree of order … it's totally ordered! :biggrin:

can't you think up an example that's less extreme (and physical rather than geometrical)? :wink:
 
  • #3
You definitely can say that 100 lines in a row represents an increase in order over 10 lines in a row. More energy needs to be invested to put the 100 lines in a row than it does to put just 10 in a row and that is one way to see this.
 
  • #4
It's not clear what you (the OP) means by "higher degree of order". The order parameter, from field theory, has a clear meaning- it is zero in a symmetric phase and non-zero otherwise. There's ways to assess the regularity of "sort of" periodic functions by looking at the Fourier transform- arrays of lines can be represented fairly simply, and given the same line-line spacing, 100 lines require a larger envelope than 10; in Fourier space, the first function will cover a smaller spectral range, with an interpretation that it more closely approximates a truly periodic function.

Another way to think of the situation is for a diffraction grating- a grating with 100 rulings will diffract more efficiently than a grating of 10 rulings; this can be a measure of order as well, I suppose.

Can you be a little more specific by what you mean?
 
  • #5
Hi

I read david bohm's book about order and creativity and was thinking.
 

FAQ: What is the Degree of Order in Parallel Lines?

What is degree of order?

Degree of order refers to the level of organization and predictability within a system or structure. It is a measure of how well the components of a system are arranged and how easily patterns can be identified within it.

How is degree of order measured?

Degree of order can be measured using various methods, depending on the specific system being studied. Some common ways to measure degree of order include entropy, information theory, and statistical analysis.

What factors affect degree of order?

Degree of order can be influenced by a variety of factors, such as the initial conditions of a system, external forces, and the presence of constraints or rules. In addition, the complexity and diversity of the system's components can also impact its degree of order.

Why is degree of order important in science?

Degree of order is important in science because it helps us understand and describe the underlying patterns and organization within natural and man-made systems. It allows us to make predictions and better understand the behavior of complex systems.

Can degree of order change over time?

Yes, degree of order can change over time as systems evolve and adapt to new conditions. Some systems may become more ordered due to self-organizing processes, while others may become less ordered due to external influences or natural decay. The degree of order in a system is not necessarily constant and can vary depending on various factors.

Similar threads

Replies
3
Views
1K
Replies
9
Views
1K
Replies
32
Views
1K
Replies
6
Views
903
Replies
16
Views
2K
Replies
8
Views
2K
Replies
10
Views
3K
Back
Top