How old are them?
The Bohr model is ok. Is one of the most amazing achieving of the humanity. Enjoy it. Note: I'm currently publishing paper in Quantum Mechanics, (essentially: if you have a molecule and know know where are the atoms nuclei, you must simulate in a computer where are the electrons)
* The bad new is that it's impossible to understand Quantum Mechanics without a few Algegra courses (eigenvalues and eigenvectos) and a few Analysis courses (partial differential equations) and a few Physics courses.
Quantum Mechanics is confusing and unintuitive, but at least has a clear mathematical method to do the calculations. Most tries to explain the subject without math transform it to just confusing and unintuitive :(.
* The good new is that they can learn something interesting. Some ideas:
* Buy them a molecular model kit ( https://www.google.com/search?q=molecular+models&tbm=isch ) Let them play with it, learn the name/color of the atoms, build random molecules, (my daughter liked to build a dog). Later try to build real molecules (Wikipedia usually has the structure graphic)
* Try to explain that the bounds are really not sticks, and electrons don't go in orbits. [this is difficult, I hope someone can give a good book/link.]
* When I was young, I really like to see the graphs of the orbitals (I still enjoy that.) The math is complex, but if you ignore the math, the graph are still nice. ( https://www.google.com/search?q=orbital+chemistry&tbm=isch )
Try to read the explanation, and see the relation with the sticks model. Don't bother with the details, but get the general idea.
* There are some programs where you can draw the stick and ball molecule and it will draw the orbitals, but most of them are too difficult to use, and the conversions is not so easy because you have to run an intermediate program do the heavy calculations.
* And the orbitals are not real, they are only an approximation. The quantum details are even more weird. In chemistry they usually call this "resonance" and in physic they call it "correlation". (They are not the some concept, but both term describe the same problem.) The resonance articles has nice graphics and is a good approximation to the idea without math ( https://en.wikipedia.org/wiki/Resonance_(chemistry)#Resonanc... ), the math details are better explained in ( https://en.wikipedia.org/wiki/Configuration_interaction ) but it's too cryptic.