Compute electrostatic field

In summary, the conversation discussed the high computational expense associated with calculating the local electrostatic field in molecular modeling and simulation. The person asking the question was given some references to further their understanding of the topic and was reminded to ask specific questions for a better chance of receiving a helpful response.
  • #1
mather
146
0
hello!

"there is a high computational expense associated with calculating the local electrostatic field [in molecular modeling and simulation]"

why? what is exactly the problem?

thanks!
 
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  • #2
Mather, you're asking many many questions on the chemistry forum, none of which have simple answers. It seems that if you're at a level to ask such questions you should be able to realize that you shouldn't expect a simple answer from an internet message board. If you have specific questions, those are much more easily addressed.

As for this question, here are some references that you may find helpful:
Journal of Computational Chemistry, vol 21, page 1049 (2000)
Journal of Physical Chemistry vol 97 page 10269 (1993)
 
  • #3
Einstein Mcfly said:
As for this question, here are some references that you may find helpful:
Journal of Computational Chemistry, vol 21, page 1049 (2000)
Journal of Physical Chemistry vol 97 page 10269 (1993)
interesting findings, how you came up with these? which search terms you used and where?
 
  • #4
mather said:
interesting findings, how you came up with these? which search terms you used and where?

I was given these references by a colleague who was interested in this method as an alternative to other charge partitioning methods in quantum chemistry (mulliken, natural population analysis, bader, hirshfeld, vornoi etc). As I said in other topics, if you actually want to understand any of these broad questions of yours, you're going to have to put quite a bit more time into it than google searches or message board posts. Please, if you have specific questions, ask them. They have some hope of getting answered in the way you seem to want.
 
  • #5


Hello! The reason for the high computational expense in calculating the local electrostatic field in molecular modeling and simulation is due to the complexity of the system. In order to accurately calculate the electrostatic field, one must take into account the interactions between all of the charged particles in the system, which can be a very large number. This requires a significant amount of computational power and time to accurately compute the electrostatic field. Additionally, the electrostatic field is constantly changing as the particles in the system move, making it a dynamic and constantly evolving calculation. This further adds to the computational expense. Overall, the complexity and dynamic nature of the electrostatic field calculation contribute to its high computational expense. I hope this helps clarify the issue.
 

Related to Compute electrostatic field

1. What is an electrostatic field?

An electrostatic field is a type of force field that is created by charged particles. It is the force exerted by these particles on other charged particles in the surrounding space.

2. How is an electrostatic field calculated?

The electrostatic field is calculated using Coulomb's law, which states that the force between two charged particles is directly proportional to the product of their charges and inversely proportional to the square of the distance between them.

3. What are the units for measuring the electrostatic field?

The units for measuring the electrostatic field are newtons per coulomb (N/C) in the SI system and volts per meter (V/m) in the CGS system.

4. What factors affect the strength of an electrostatic field?

The strength of an electrostatic field is affected by the magnitude of the charges, the distance between the charges, and the medium through which the charges are interacting.

5. How is the direction of an electrostatic field determined?

The direction of an electrostatic field is determined by the direction of the force that a positive test charge would experience when placed in the field. The direction is always from positive to negative charges.

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