Enantiomer and Diastereomer.

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Lunasly

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Can't a compound be classified as an enantiomer and a diastereomer? I know this might not be the best choice of words, but this is the way I look at it.

Lets say that I have a disubstituted cyclohexane and both of the substituents are different halogens. This specific disubstituted cyclohexane can have ONE enantiomer (a non-superimposible mirror image of itself). By the same token, that same disubstituted cyclohexane can have MANY diastereomers (non-superimposible stereoisomers that are not mirror images of one another).

So I'm not saying that the compound you draw next to the disubstituted cyclohexane is BOTH an enantiomer and diastereomer, but can be either an enantiomer or diastereomer depending on the configuration.

Do you all agree or am I missing something?

What about the case with E/Z stereoisomers? The difference between an E and Z stereoisomer is that they are non-superimposible stereoisomers that are not mirror images of on another; that is, they are diastereomers. However, if I look at just a Z configuration, doesn't it have an enantiomer? If I just look at the E configuration, does it itself have an enantiomer?

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Enantiomers will switch chirality from one to the next, like if a chiral center is in the R configuration then it will be S in the enantiomer. In every chiral center for an enantiomer it will be the other configuration. Whereas, the diastereomer retains some of its chirality depending on the number of chiral centers you have, like if you had a molecule with 2 chiral centers S, S then it would be R, S or S, R depending on which stereocenter is switched. The molecule will retain some of its original chirality.
 
Yes. They cannot be enantiomers and diastereomers at the same time, however you can change chirality within a compound with two or more chiral centers (plus other necessary parts) to create a diastereomer at one instance and enantiomer at another.

http://en.wikipedia.org/wiki/Diastereomers

You should be able to rearrange chirality on the first image to create both.
 
Part of the confusion comes from the fact that a molecule cannot be an enantiomer or a diastereomer. Those terms can only be used to relate two compounds. Enantiomers are simply non-superimposable mirror images. Diastereomers are compounds which differ at some, but not all stereocenters.

I think that a lot of the problem is that diastereomers are introduced as cis / trans isomers. This really annoys me.
 
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Yes, after reading on it a bit more, I realized that is the case. With that being said, if I have two compounds (with one of them being a meso compound), could I say that the two compounds are diastereomers of one another?
 
Yes, after reading on it a bit more, I realized that is the case. With that being said, if I have two compounds (with one of them being a meso compound), could I say that the two compounds are diastereomers of one another?

I'm pretty sure you cannot say they are diasteromers of each other. Meso compounds are identical to each other whereas diasteromers are not identical. I'm not a 100% sure on this, so maybe someone else can weigh in.
 
I'm pretty sure you cannot say they are diasteromers of each other. Meso compounds are identical to each other whereas diasteromers are not identical. I'm not a 100% sure on this, so maybe someone else can weigh in.

I think you have it a bit wrong. Let me explain a bit, then I'll come back to what you've said and try to explain where you're off a little.

Let's say I have a 6-carbon compound and that C2, C3, C4, and C5 are chiral centers. Further, suppose that the compound is symmetric, sort of like a six-carbon sugar, but with the carbonyl group removed. So, since there are 4 chiral centers, there are 16 possible stereoisomers. You could generate them all by starting with the Fisher projection for one with all the same configuration (e.g., S) and then systematically changing one at a time.

2S, 3S, 4S, 5S
2R, 3S, 4S, 5S
2S, 3R, 4S, 5S
2S, 3S, 4R, 5S
.....
2R, 3R, 4R, 5R


This gives you all the possible stereoisomers for this compound. Now comes the part of identifying the relationships within that set. Any pair of compounds are enantiomers if and only if they are non-superimposable mirror images. Here is an example of a possible enantiomeric pair:

2S, 3S, 4S, 5S and 2R, 3R, 4R, 5R

Notice that every chiral center has been inverted. When we talk about a mirror image, that's what we're doing - the mirror inverts every chiral center. Now, I said these were possible enantiomeric pairs because its entirely possible that when you perform this inversion, the two compounds end up being identical. So, you need to actually check to see.

Now, if I only invert some (but not all) of the chiral centers, I get something like the following:

2S, 3S, 4S, 5S and 2S, 3R, 4R, 5R

Here, I've inverted all but one of the chiral centers on the compound. Clearly, these two can't be enantiomers because they aren't mirror images of each other. If they were, all four of their chiral centers would have been inverted and they aren't. These two stereoisomers which are not enantiomers are referred to as diastereomers. As before though, notice that the term only makes sense when referring to a relationship between two different molecules. To say that something is a diastereomer or an enantiomer is silly. The fact that those terms refer to pairs of compounds is often missed by students and they tend to get confused by it. Make sure you understand the distinction.

Notice that cis- and trans- aren't mentioned in this discussion. This is part of my complaint with the way stereochemistry is often taught. Diastereoisomers are almost invariably introduced with compounds like 1,2-dichloroethene and professors use this example to teach diastereotopic pairs. It is true that the cis- / trans- isomers are diastereomers of each other, but it is misleading because it gets students thinking that those are the only types of diastereomers. The true definition is much more general - diastereomers are any pair of stereoisomers that are not enantiomers.

Now, let's talk meso. Let's look at the compound with configuration 2S, 3S, 4R, 5R. Imagine placing a mirror plane between the 3S and 4R carbons. Do you see how the left hand side of the compound is reflected on the right hand side of the compound? This is true because I specifically selected a compound that was symmetric. Compounds like this which have an internal mirror plane, where one half is reflected to yield the other half, are referred to as meso compounds. The term meso refers to the compound, not to a pair. This makes it a fundamentally different definition than other words. Let me try to summarize the difference:

diastereomer and enantionomer refer to a relationship within a pair of compounds.

meso refers to an individual type of compound which has an internal mirror plane or plane of symmetry.

Diastereomers are really different molecules - they have different boiling and melting points, they behave differently in reactions, they rotate light in a polarimeter differently, and they often have different NMR spectra as well. The real question is what is special about enantiomers and meso compounds. The simplest distinction is this:

enantiomers rotate plane polarized light the same, but in different directions. The physics behind how it does this, while interesting, is not important.

Meso compounds do not rotate plane polarized light at all, even though it has the same number of chiral centers as any other of that set of stereoisomers. The reason light is unaffected is rather subtle, but makes sense if you think about it. Looking at our example earlier, we see that the left hand side of the compound will rotate light some particular angle because the left hand side has two chiral centers. The right hand side does the same thing, but in an opposite direction. It turns out that the two halves of the molecule cancel out and the net rotation of the light is zero. The same reasoning explains why racemic mixtures of two enantiomers do not rotate light either. A meso has chiral centers but is overall achiral because the two halves negate each other.

Now, let's look at your statement.

Meso compounds are identical to each other whereas diasteromers are not identical. I'm not a 100% sure on this, so maybe someone else can weigh in.

You are using the term meso to refer to a relationship between two compounds, which isn't correct. Now, an interesting question that your statement raises is whether or not a meso compound can have a diastereomer or enantiomer. If we look at the earlier example of the meso compound, we see that we can easily form the following pair of diastereomers:

2S, 3S, 4R, 5R and 2S, 3R, 4R, 5R

These two compounds are clearly not enantiomers and they remain stereoisomers, so they are indeed diastereomers of each other. Additionally, the one on the left is a meso compound.

Now, to see if the meso compound can have an enantiomer, we determine its mirror image:

2S, 3S, 4R, 5R and 2R, 3R, 4S, 5S

But, since the compound was symmetric, it turns out that the mirror image is superimposable, so the meso compound cannot have an enantiomer.

OP: In hindsight, I think this is what you were saying, but I wanted to leave the explanation, long-winded that it might be, behind for others that might not understand it too well to read.

Hope this helps.
 
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