Hey guys,
Year 11 student here.
I am reading about Metallic Bonding but there is something I can't find a sufficient explanation for. The textbook teaches how the valence electrons in most metals tend to be easily taken from said metals, as the atoms of said metal seek stability like found in the elemental state of noble gases.
What I don't understand is how in a solid mass of metal, made up of one metal element, the valence electrons get stripped from the localized state in each atom. What forces make this happen?
Many thanks,
Corey
Yeah, so this is mainly a confusion between ionic and metallic bonding. Yes - in the presence of a suitable atom (called an oxidant, but that terminology won't be relevant until later), the electrons in a metal will be ripped away from the metal and it will form an ion. This ion can then participate in ionic bonding.
You're right - in the presence of another, identical (and sometimes not identical) metal, why should a metal give up its electrons? This iron atom over here doesn't want any more electrons, so why would it take them from that iron atom over there? In fact, neither of them want to hold onto their valence electrons, so what's a metal to do?? Well, the problem is, when we're talking about small numbers of metals, there's no real solution to think of. No matter what way you try to arrange those extra electrons for (say) sodium - there'll always be x extra electrons for every x atom that tries to participate in bonding. But what if we didn't just have one atom? Or two? Or even 50? What if we had a number so big, that you couldn't count the atoms even if you tried?
First, a side-note: Have you ever noticed how choirs will often sound so good they could sell out concerts, even if no individual person in the choir could perform by themselves and sell out that concert? (/think to your school choir, who probably sound okay, even though there are people in that choir you know cannot sing to save their lives. Which I say as one of those people lmfao) It's a similar effect - things behave differently in large enough groups.
Well, that's what the metals do. The atoms cluster in groups so large, that there's just moles and moles of atoms (if you don't know what a mole is yet, just think of it as a really, really, really big number). Okay, so how does that fix the problem? Because now we just have moles and moles of extra electrons! Well, because they're in a group so big, those electrons can just move around. And they move around a lot. In fact, they move around so fast, that at any moment, each atom has 3 electrons around it, but over a period of time, the atom doesn't think they exist. The explanation for that, is, much more complicated, and I can't think of a real-world equivalent to get your head around it, sorry. But, the point is that the electrons are still attached to those metals - they still have a charge of 0 instead of the +1 that a sodium ion would have - however, the electrons are now dispersed in such a way that the metal can't feel them, and it /thinks/ it's in a +1 state. So as you can see, there is no force stripping the electrons from those metals - the metals technically have 3 electrons around it at any instant, the metal just tricks itself into thinking it doesn't.
Metallic bonding is hella complicated, which is why it's glossed over in high school - and tbh, the answer I gave isn't even technically correct, but it hopefully helps you understand the "sea of electrons" that is usually the explanation given in high school (and what I remember being in the study design). The answer as to why this actually works has to do with a thing called band theory - which is still studied at third year university physics level. That's right - physics, not chemistry, because the understanding of metallic bonding is so rooted in quantum mechanics that most chemists don't have the tools to understand it. Hell - I'd be lying if I said I understood it all perfectly myself.
Hopefully this isn't too disheartening to you, but that's the nature of the beast - macroscopic science is usually quite simple, but trying to explain what happens within and between atoms? Usually very complicated, and requiring a quantum mechanical explanation. Because, you're right - the idea that a lump of metals can share electrons when there's no driving force to pull those electrons away from the metal seems just a little bit off. In fact, chemistry is famous for each year in university being told, "so remember how we told you this? Yeah, that's wrong, bonding actually works THIS way", to then being told, "oh yeah, remember how we said that? Yeah, that's also wrong it's actually this", or, "remember how we said that? Yeah, that doesn't work for these types of molecules, so instead it's actually this". It's actually a little hilarious how often it happens.