Electric field of two polar molecules

AI Thread Summary
The discussion centers on the relationship between the dipole moment of polar molecules and the electric fields generated by them. It is clarified that the dipole moment is a measure of charge separation and does not depend on the electric field produced by the dipoles themselves. The Van der Waals force is distinguished from dipole-dipole attraction, with the former arising from induced polarization in nearby molecules. The participants express confusion about how the electric field from one dipole interacts with another and whether these fields cancel each other out. Ultimately, the conversation highlights the complexity of dipole interactions and the need for further clarification on these concepts.
enkar
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Why is it that for the case of two polar molecules the dipole moment does not depend on the electric field from the dipoles?
 
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Please be more specific.
 
Here is the question: Find the dependence of the van der Waals force on separation distance between two polar molecules.
 
Aren't Van der Waals force and dipole-dipole attraction two different things?
 
As I understand it (which is actually not very much), they are the same. More specifically, the Van der Waals force arises when the electron cloud of one atom/molecule induces a significant polarization on the nearby atoms/molecules and causes a chain reaction. I was not aware of the Van der Waals force between molecules that already have a dipole moment, but I suppose it is the same principle of attraction.

enkar,
regarding your original question, I don't know. I would be surprised to hear affirmation of this from an official source. I also think that the dipole moment and electric field should be related, so we are in the same boat with this question.
 
Well, it turns out that the dipole moment does not depend on the electric field. But I don't know why. That's what I'm trying to get here.
 
The dipole moment is used to describe how much of a torque an EXTERNAL electric field causes. It has nothing to do with the electric field of the charges that make the dipole moment.
 
But wouldn't a field be induced at the other molecule by the polarity of the first?
 
Given two charges, +Q and -Q, separated by a displacement vector \vec dpointing from the negative charge to the positive charge, the dipole moment is defined by \vec p = Q\vec d. It is a quantity that describes the geometry of the arrangement of the two charges.
 
  • #10
The molecules have equal charges. Would the fields effectively cancel each other resulting in no net effect?
 
  • #11
I don't think so. From what I remember, the field of a charge distribution expands readily into a double infinite series of products of Legendre polynomials and spherical harmonics. For the dipole field, the zeroth order term vanishes, but the first order term is nontrivial. Unfortunately, I've trashed my EM notes (an an emotionally dominated decision), but I'm sure someone here has the expression (or is willing to sit and derive it). I still don't understand how the electric field from a dipole can be independent of the dipole moment. From the expansion, it directly depends on the charge and characteristic distance.
 
  • #12
The molecules have equal charges. Would the fields effectively cancel each other resulting in no net effect?


To me at least, what happens between the charges that make up the dipole system is completely irrelevant in terms of what the dipole moment is for. You consider only the effects of external fields.
 
  • #13
polar molecules

enkar said:
Why is it that for the case of two polar molecules the dipole moment does not depend on the electric field from the dipoles?
The molecules have equal charges. Would the fields effectively cancel each other resulting in no net effect?
I'm still unclear as to your actual question. Are you asking:
(1) about the dipole moment? If so, as has been explained, that is a description of the charge separation of the molecule. The dipole moment will determine the effect that an external field will have on the molecule.
(2) about the electric field of a dipole? If so, realize that since there's a plus and minus charge close to each other, the field will drop off much more quickly than the field from a point charge. The field depends on: the dipole moment, the orientation with respect to the polar axis, and distance. For large distances, the field drops off as 1/r^3.
(3) about the dipole-dipole interaction? If so, then realize that this is a fairly weak force (compared to an ionic bond, for example). But no, the fields don't "cancel". Realize that given the opportunity, the polar molecules will arrange themselves so that the + side of one will be closer to the - side of the other, creating the so-called dipole-dipole attraction.
 
  • #14
I'm lost overall about what the discussion is about, are u talking about the polarity of molecules?
 

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