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The concept of equilibrium constants in chemical reactions, focusing on forward and reverse reactions, rate constants, and le chatelier's principle. The lecture covers the relationship between concentration and rate constants, the effect of temperature, pressure, and concentration on chemical equilibrium, and how to write equilibrium expressions.
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CHM 105/106 Program 44: Unit 5 Lecture 4
IN OR LAST LECTURE WE WERE LOOKING AT OR JUST BEGAN TALKING ABOUT REACTION RATES. AGAIN RELATIVE TO THE FACT THAT IF A REACTION CAN GO OVER THE ACTIVATION ENERGY BARRIER IN ONE DIRECTION IT MAY WELL BE ABLE TO GO OVER THE REACTION BARRIER OR ACTIVATION ENERGY IN THE OTHER DIRECTION. AND AGAIN USING OUR BASIC REACTION A PLUS B TO PRODUCE PRODUCT C WE SAID THAT INITIALLY HERE IF WE WERE TO TAKE OUR CONTAINER AND WE WERE TO PUT SOME A PARTICLES IN HERE AND SOME B PARTICLES WE COULD GET SOME AB COLLISIONS THAT WOULD OCCUR. AND IF THE AB COLLISION OCCURRED WITH AT LEAST THE ACTIVATION ENERGY THEN IT COULD BECOME PRODUCT C. WELL AFTER SOME LENGTH OF TIME THEN AS THE SYSTEM BEGINS TO OPERATE OF COURSE WE’RE GOING TO FORM SOME C, SO WE’LL STICK SOME C’S IN THERE, AND IT WOULD NOT BE UNLIKELY THAT OCCASIONALLY WE’RE GOING TO GET A C COLLIDING WITH A C, AND WHEN THAT HAPPENS OF COURSE WE MIGHT GET WHAT WE CALL THE REVERSE REACTION. IN OTHER WORDS THE C’S NW BREAKING APART ONCE AGAIN TO REFORM PRODUCT OR THE REACTANTS A AND B. BECAUSE AGAIN IF WE LOOKED AT THE ACTIVATION DIAGRAM FOR THIS AND SO WE’RE STARTING WITH OUR A AND B. WE HAVE SOME ACTIVATION ENERGY BARRIER AND WE GET C BUT THIS IS REPRESENTATIVE OF THEN WHAT WE WOULD CALL AN EXOTHERMIC REACTION. ENERGY BEING GIVEN OFF, AND SO IF WE HAVE ENERGY IN THE SYSTEM FOR A AND B TO GET OVER THE HILL THEN IN THAT SAME SYSTEM WE MAY WELL HAVE ENOUGH ENERGY FOR WHEN TWO C’S COLLIDE FOR THEM, LIKEWISE GET OVER THAT ENERGY BARRIER. SO WE TALKED ABOUT THEN THAT WE REALLY HAVE TWO POSSIBLE REACTIONS OCCURRING HERE. WE HAVE A FORWARD REACTION WHICH INVOLVES AND B COLLIDING WITH EACH OTHER AND WE DRAW THIS ARROW SO WE’LL CALL THAT THE FORWARD AND OF COURSE THE FORWARD REACTION IN THIS CASE IS DEPENDENT UPON OR PROPORTIONAL TO WE WOULD SAY THE CONCENTRATION OF A AND THE CONCENTRATION OF THE B PARTICLES. WE SAW IN THE PREVIOUS CHAPTER THAT OF COURSE ONE OF THE FACTORS CONTROLLING THE RATE OF A CHEMICAL REACTION IS IN FACT THE CONCENTRATION WHICH AFFECTS THE NUMBER OF COLLISIONS AND SO WE HAVE THEN A
A CHUNK OF CALCIUM SULFITE DOWN HERE, THAT’S THE SOLID, CaSO 3 SOLID. LET’S SUPPOSE THAT I REMOVED HALF OF IT. WENT IN AND I JUST PICKED OUT HALF OF THE SOLID THAT WAS IN THERE. IS THAT GOING TO AFFECT THE EQUILIBRIUM? THE QUESTION IS BY TAKING SOME OF THE SOLID OUT DID I CHANGE THE CONCENTRATION OF THE SOLID? NO. BECAUSE CONCENTRATION OF A SOLID IS ONLY DEPENDENT UPON ITS DENSITY AND WHETHER I HAVE A LITTLE TINY CHUNK OR A GREAT BIG BLOCK IN THERE IT DOESN’T MAKE ONE BIT OF DIFFERENCE. IT’S THE SAME CONCENTRATION OF CALCIUM SULFITE IN THERE. SO THEREFORE ADDING OR REMOVING A SOLID DOES NOT CHANGE CONCENTRATION AND THEREFORE IF WE’RE NOT CHANGING CONCENTRATION OF ANYTHING WE’RE OBVIOUSLY NOT CHANGING THE RATE
IN A CHAPTER WHEN WE TALKED ABOUT Ph FOR INSTANCE. BRACKETS MEANS MOLES PER LITER, CONCENTRATION OF THE PRODUCTS MOLES PER LITER RAISED TO THE POWER X MULTIPLIED BY THE CONCENTRATION OF THE REACTANTS RAISED TO THE POWER Y – WHERE X AND Y ARE THE COEFFICIENTS FROM THE BALANCED CHEMICAL EQUATION. THE COEFFICIENTS FROM THE BALANCED CHEMICAL EQUATION. ALRIGHT, SO NOW WE CAN GO AHEAD AND BEGIN WRITING THEN EQUILIBRIUM CONSTANT EXPRESSIONS FOR CHEMICAL REACTIONS. AND LET’S JUST TAKE A LOOK AT DOING A COUPLE OF THESE. PRODUCTS OVER REACTANTS RAISED TO THE POWER THAT THEY APPEAR IN THE BALANCED CHEMICAL EQUATION. THE FIRST ONE, WE HAVE THE CHEMICAL REACTION NO 2 + SO 2 YIELDS SO 3 + NO, AND WE WANNA WRITE THE EQUILIBRIUM EXPRESSION. SO KEQ IS GOING TO BE EQUAL TO THE CONCENTRATION OF SO 3 TIMES THE CONCENTRATION OF NO. NOW I DON’T PUT THE POWER 1 DOWN. IF NOTHING IS SHOWN IT AUTOMATICALLY IMPLIES THAT IT’S TO THE FIRST POWER. DIVIDED BY CONCENTRATION OF NO 2 TIME THE CONCENTRATION OF SO 2. PLEASE NOTE THAT THESE ARE PRODUCTS. THESE ARE MULTIPLIED NOT ADDED TOGETHER. I’M NOT PUTTING A MULTIPLICATION SIGN BETWEEN THEM, JUST PUTTING THE BRACKETS THAT WAY IMPLIES THAT THEY ARE MULTIPLIED TIMES EACH OTHER. PRODUCTS OVER REACTANTS, EQUILIBRIUM EXPRESSION. LET’S LOOK AT ANOTHER ONE HERE. HERE WE HAVE A REACTION OF PHOSPHORUS PENTACHLORIDE WITH HYDROGEN WE USE TO PRODUCE PHOSPHORUS TRICHLORIDE AND HYDROGEN CHLORIDE. SO WE’RE GOING TO WRITE KEQ, THE EQUILIBRIUM EXPRESSION WILL BE EQUAL TO THE CONCENTRATION OF THE PCl 3 MULTIPLIED BY THE CONCENTRATION OF THE HCL QUANTITY SQUARED. ALL DIVIDED BY CONCENTRATION OF PCl 5 AND THE CONCENTRATION OF H 2. SO AGAIN PRODUCTS OVER REACTANTS, EACH RAISED TO
OF THE PHOSPHATE 3-^ ION, ALL DIVIDED BY THE CONCENTRATION OF AuPO 4 SOLID PLUS H 2 LIQUID, WHOOPS, NOT PLUS – MULTIPLIED BY. OKAY, NOW WE JUST GAVE THE RULE. WE DO NOT INCLUDE A LIQUID IN AN EQUILIBRIUM EXPRESSION SO IT SHOULDN’T BE THERE. BUT ALSO, WE CAN’T CHANGE THE CONCENTRATION OF A SOLID. THE CONCENTRATION OF A SOLID IS A CONSTANT IN ITSELF. AND SO AGAIN IF WE CAN’T CHANGE IT THERE’S NO REASON TO SHOW IT IN THERE BECAUSE THERE’S NOTHING WE CAN DO TO IT TO AFFECT THIS NUMERIC VALUE. AND SO THEREFORE WE DO NOT INCLUDE A SOLID IN AN EQUILIBRIUM EXPRESSION. NOW IN ACTUALITY WE’RE INCLUDING THEM AND I SHOULDN’T SAY THAT WE’RE NOT INCLUDING THEM. THE ACTUAL WAY THAT WE STATE IT IS THAT THE CONCENTRATION OF A SOLID IS CONSIDERED A UNITY – AS ONE. THE CONCENTRATION OF A LIQUID IS CONSIDERED OR DEFINED AS UNITY – AS ONE. WELL OF COURSE OBVIOUSLY IF WE HAVE THIS AND THIS OVER