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fysCY3d9zAU-034|And of course K would be equal to 1, because you would put in 1 for every pressure or every concentration, and you'd get a K equal to 1. |
fysCY3d9zAU-036|They stay at 1. |
fysCY3d9zAU-037|Standard free energy 0, K equal 1. |
fysCY3d9zAU-040|K is less than 1, delta G greater than 0. |
fysCY3d9zAU-041|K is greater than 1, delta G less than 0. |
fysCY3d9zAU-042|So that behaves like a natural log function. |
fysCY3d9zAU-043|Here, if you take the natural log of K, and you go to K is greater than one, that's positive. |
fysCY3d9zAU-044|Put a negative sign in front of that, that would give you negative delta G's. |
fysCY3d9zAU-045|So K's greater than 1 give you negative delta G's for this natural log function. |
fysCY3d9zAU-046|And when you go to a fraction less than 1, the natural log function becomes negative. |
fysCY3d9zAU-047|Multiply that times a negative, and you get a positive sign. |
fysCY3d9zAU-048|So that accounts for this relationship. |
fysCY3d9zAU-049|A K less than 1, a fraction, gives you a negative natural log and a positive delta G. |
fysCY3d9zAU-053|So these two relationships allow us to switch between free energies and equilibrium constants analytically. |
fysCY3d9zAU-055|So you can see the power of the thermodynamics as they relate to each other. |
fysCY3d9zAU-056|Tables of standard state free energies give you equilibrium constants and tell you how a reaction is favored at equilibrium, products or reactants. |
foJavVRkARU-000|Strong acids and strong base is completely dissociated in water. |
foJavVRkARU-001|So if I take a mole of strong acid, HCl, hydrochloric acid, and I put it in water, I get a mole of H30 plus and Cl minus. |
foJavVRkARU-002|That complete dissociation is what characterizes it as a strong acid. |
foJavVRkARU-003|Some acids and bases don't completely dissociate, and we call those weak acids or weak bases. |
foJavVRkARU-007|The acetate ion is actually H3CCOO minus. |
foJavVRkARU-008|Just Ac minus here for convenience. |
foJavVRkARU-014|So there's another difference between the strong acid and the weak acid. |
foJavVRkARU-015|At equilibrium, the strong acid favors the products-- complete dissociation. |
foJavVRkARU-016|The weak acid favors the reactants. |
foJavVRkARU-017|You can look at it in terms of free energy. |
foJavVRkARU-018|Since this K is less than one, the standard state free energy difference is positive. |
foJavVRkARU-019|So this is a non-spontaneous reaction. |
foJavVRkARU-020|Again, non-spontaneous does not mean it doesn't go at all. |
foJavVRkARU-021|It just means at equilibrium the reactants are favored. |
foJavVRkARU-022|For a strong acid, by contrast, the standard state free energy difference is negative. |
foJavVRkARU-023|That's a spontaneous reaction. |
foJavVRkARU-026|So this is a pKa of 4.7. |
foJavVRkARU-027|And the smaller the pKa, the larger the Ka. |
foJavVRkARU-028|So a small pKa means a relatively stronger acid. |
foJavVRkARU-029|The smaller the pKa, the stronger the acid. |
foJavVRkARU-030|Let's look at the conjugate base. |
foJavVRkARU-034|The reverse of the acid reaction would be AC minus reacting with H3O plus. |
foJavVRkARU-035|Here's AC minus reacting with H2O. |
foJavVRkARU-036|So when I write the equilibrium constant for this, I'm writing a reaction with H2O and Ac minus. |
foJavVRkARU-039|This is a weak base. |
foJavVRkARU-040|This favors the reactants. |
foJavVRkARU-041|You should also notice that Kas and Kbs, even though they're not reverse-- that is, Ka isn't one over Kb-- they are correlated. |
foJavVRkARU-042|The larger the acid dissociation constant, the smaller the base dissociation constant. |
foJavVRkARU-043|And that should be obvious because the stronger the acid, the more this equilibrium lies towards Ac minus in solution. |
foJavVRkARU-044|So Ac minus should be favored in solution. |
foJavVRkARU-045|That means this equilibrium constant must be small. |
01ZxF6TcY-A-000|Let's talk about the photoelectric effect in terms of ChemQuiz. |
01ZxF6TcY-A-001|If we shine a beam of light on a certain metal, it has no effect. |
01ZxF6TcY-A-002|The question I have for you is, what change in that beam should I make in my best hope to eject electrons? |
01ZxF6TcY-A-011|If you have a photon that won't eject an electron, what do you need? |
01ZxF6TcY-A-012|You need photons with more energy. |
01ZxF6TcY-A-013|You have to increase the energy of the photon. |
01ZxF6TcY-A-014|Increasing the number of photons won't do. |
01ZxF6TcY-A-015|You'll just strike a lot of electrons with a little bit of energy. |
01ZxF6TcY-A-023|So here you could have answered B or C, and you would have got an electron ejected from that metal. |
2hikObHZrXg-000|Let's try to sketch the titration curve for a polyprotic weak acid. |
2hikObHZrXg-001|So I've chosen here histidine. |
2hikObHZrXg-005|There are three of them, with pKa1, 1.81, pKa2, 6, and pKa3, 9.85. |
2hikObHZrXg-006|The associated sites are as follows. |
2hikObHZrXg-010|PKa2 is associated with this site here. |
2hikObHZrXg-013|The final pKa of 9.85 is associated with this amino group here. |
2hikObHZrXg-018|So here I've drawn the molecule again. |
2hikObHZrXg-019|And I want to start by just talking about the first proton to be removed from solution. |
2hikObHZrXg-021|So these two molecules, you noticed they're identical except for this proton has been removed. |
2hikObHZrXg-022|And these two forms will be equal in concentration at pHs equal to the pKa of 1.81. |
2hikObHZrXg-025|That's something I just defined. |
2hikObHZrXg-026|I said, let's start at a low pH and go to a high pH. |
2hikObHZrXg-027|So the solution is prepared at low pH and the initial pH will be less than 1.8. |
2hikObHZrXg-028|And what I'm going to do is start adding base, raising the pH. |
2hikObHZrXg-029|And as I get to pHs around the first pKa, I'll have an equal mixture of these two forms. |
2hikObHZrXg-034|Now I can continue to add base. |
2hikObHZrXg-035|And when I do, I'll go over to the equivalence point of the first proton. |
2hikObHZrXg-036|So I'll completely remove the first proton. |
2hikObHZrXg-037|Remember at half equivalent, I have equal concentrations of these. |
2hikObHZrXg-038|As I keep adding base, I get more and more of the base form until all of the acid form is used up. |
2hikObHZrXg-039|So at this point, the first equivalence point, all of the acid form, is converted into the base form. |
2hikObHZrXg-040|But notice, it's only for this first titration, this first proton. |
2hikObHZrXg-041|These other two protons are still attached. |
2hikObHZrXg-046|So this second plateau occurs at pH 6. |
2hikObHZrXg-047|So let's look at that. |
2hikObHZrXg-050|The first proton stays gone, it's completely gone. |
2hikObHZrXg-051|And now the second proton is being titrated. |
2hikObHZrXg-055|I'll get to the second equivalence point. |
2hikObHZrXg-056|At that second equivalence point, I've been converted to all this form. |
2hikObHZrXg-057|All these protons are gone. |
2hikObHZrXg-058|And that's the second endpoint, or the second equivalence point. |
2hikObHZrXg-059|It's funny to say endpoint in a multiple titration-- equivalence point is certainly the better term. |
2hikObHZrXg-060|So the second equivalence point, it's going to occur at less than pH 9, but more than pH 6. |
2hikObHZrXg-061|So somewhere between 9 and 6, the two pKas, I'll have the second equivalence point. |
2hikObHZrXg-062|At that second equivalence point, the form in solution is this. |
2hikObHZrXg-063|That is, the second proton has been completely removed. |
2hikObHZrXg-064|So let's continue. |
2hikObHZrXg-068|Notice this proton is now being titrated, or this proton is being removed. |
2hikObHZrXg-069|And when the pH is exactly equal to the pKa, there'll be an equal mixture of these two species in solution. |
2hikObHZrXg-070|Now I can continue to the third endpoint. |
2hikObHZrXg-071|And the third endpoint is where I've removed all of these protons, and the form in solution is exclusively completely deprotonated now. |
2hikObHZrXg-072|And that pH will be above 9.8. |
2hikObHZrXg-075|We've sketched out the titration curve. |
2hikObHZrXg-076|And what we'd like to say is, at pH 8 which species are present in solution. |
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