Rotational–vibrational coupling scale model

In summary, the conversation discusses the possibility of playing with a scale model that demonstrates rotational-vibrational coupling in molecules. It is suggested that chemistry supply stores do not sell such models and one would have to build it themselves. However, it is mentioned that modeling this phenomenon may not be accurate due to the quantization of molecular vibrational states. Despite this, it is acknowledged that a classical model could still be interesting to visualize the effects of spring constant and rotation speed on vibration amplitude.
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  • #2
You have to build it... and fly it into space on the Shuttle! Of course, you could build your own rocket or try to earn a ride on a http://en.wikipedia.org/wiki/Vomit_Comet"
 
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  • #3
Dr Lots-o'watts said:
Do chemistry supply stores sell any? For educationnal purposes? Or do I have to build one?

Wouldn't really work as a good model, considering the molecular vibrational states are quantized. (and we like to pretend rotational-vibrational coupling doesn't exist when constructing partition functions)

But yeah, it's mostly just sticks.
 
  • #4
@chemisttree: I'd be satisfied with 2D, and wouldn't complain about a little axial friction.

@alxm: Ok, but it's still interesting even as a classical system. It isn't obvious for everyone to visualize just how the spring constant affects rotation. Or how rotation speed affects vibration amplitude.
 
  • #5


Thank you for your interest in rotational-vibrational coupling and its scale model. I can understand your curiosity and desire to explore this concept through a tangible model. Unfortunately, I am not aware of any chemistry supply stores that sell scale models specifically for rotational-vibrational coupling. However, you may be able to find general molecular model kits that could be used to demonstrate this concept.

Alternatively, you could consider building your own model using materials such as wire, beads, and small magnets. This could be a fun and educational project that allows you to customize the model to your specific needs and interests.

I would also recommend reaching out to a local university or research institution that specializes in this area of chemistry. They may have resources or demonstrations available that could help you better understand rotational-vibrational coupling and its applications.

Overall, I commend your enthusiasm for science and encourage you to continue exploring and learning about different concepts and theories. Best of luck in your pursuit of understanding rotational-vibrational coupling!
 

1. What is a rotational-vibrational coupling scale model?

A rotational-vibrational coupling scale model is a simplified representation of the interactions between rotational and vibrational energy in a molecule. It allows scientists to study the energy levels and transitions of a molecule in a simplified and more manageable way.

2. How is a rotational-vibrational coupling scale model used in research?

Rotational-vibrational coupling scale models are commonly used in spectroscopy research to analyze the energy and frequency of molecular vibrations. They can also be used to study the structure and behavior of molecules in different conditions.

3. What are the benefits of using a rotational-vibrational coupling scale model?

Using a rotational-vibrational coupling scale model allows scientists to simplify complex molecular interactions and make predictions about a molecule's behavior. This can save time and resources in research and provide a better understanding of molecular structures and dynamics.

4. Can a rotational-vibrational coupling scale model be applied to any type of molecule?

Yes, a rotational-vibrational coupling scale model can be applied to any molecule that exhibits rotational and vibrational energy interactions. However, the accuracy of the model may vary depending on the complexity of the molecule.

5. How does a rotational-vibrational coupling scale model differ from other molecular models?

Unlike other molecular models, a rotational-vibrational coupling scale model specifically focuses on the interactions between rotational and vibrational energy levels. This allows for a more detailed analysis of the molecule's behavior in terms of energy and frequency.

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