Өзін өзі бақылауға және зертханалық жұмыстарды қорғауға арналған сұрақтар:
1.Термохимия нені зерттейді?
2.Экзотермиялық және эндотермиялық деп қандай реакцияларды айтады?
3.Гесс заңын және оның салдарын айтып беріңіз.
4.Ішкі энергия деген не?
5.Энтальпия деген не және оның физикалық мәні қандай?
6.Термодинамиканың бірінші заңын айтып беріңіз.
Энтропия деген не? Стандартты энтропия деген не? Энтропиялық бірлік деген не?
7.Изобаралы-изотермиялық потенциал деп немесе Гиббс энергиясы деп қандай шаманы айтады? ∆G қандай бірлікпен өлшенеді?
8.Жүйенің энтропиялық және энтальпиялық факторлары деген не?
9.ΔН пен ΔS байланысы қандай теңдеумен өрнектеледі?
Зертханалық сабақтың тақырыбы № 4
Химиялық кинетика.Химиялық тепе-теңдік
Сабақтың мақсаты: Химиялық реакцияның жылдамдығына әртүрлі факторлардың әсерін тексеру.
№1 Тәжрибе. Әрекеттесуші заттардың концентрациясының реакция жылдамдығына әсері.
Әрекеттесетін заттардың концентрациясының реакция жылдамдығына әсерін мына реакция арқылы, яғни натрий тиосульфатының концентрациясын өзгерту арқылы қарауға болады.
Na2S2O3 + H2SO4 = Na2SO4 + SO2 + H2O + S↓
Реакцияның жүргендігін ерітіндінің күкірт бөлінуі нәтижесінде тұнбалануы арқылы анықтайды.
Үш пробиркада натрий тиосульфатының әр түрлі концентрациялы ерітіндісін дайындаңдар. Бірінші пробиркаға 9 мл натрий тиосульфатын, екінші пробиркаға 6 мл Na2S2O3 және 3 мл су, үшінші пробиркаға 3 мл натрий тиосульфатын және 6 мл дистильденген су құйыңдар.
Көлем, мл
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Na2S2O3 салыстырмалы концентрациясы
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Реакцияның жүру уақыты, Δt
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Реакцияның салыстырмалы жылдамдығы, I/Δt
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Na2S2O3
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Н2О
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Н2SO4
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9
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-
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3
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6
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3
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3
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3
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6
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3
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Төртінші пробиркаға 3 мл концентрлі күкірт қышқылын өлшеп алып бірінші пробиркаға тез қосыңдар, пробиркадағы ерітінділерді араластырыңдар, қышқылды құйысымен секундомерді қосыңдар. Тұнба байқалысымен уақытты жазыңдар. Қалған екі пробиркағада осындай қышқыл құйып уақытты жазыңдар. Тәжірибе нәтижесінен график сызыңдар. Абцисса осіне Na2S2O3 концентрациясын, ординатаға υ=I/Δt қойыңдар.
Натрий тиосульфаты концентрациясының реакция жылдамдығына әсерін қорытындылаңдар.
№2 Тәжрибе. Реакция жылдамдығына температураның әсері.
Үш пробиркаға 5 мл-ден натрий тиосульфатын, үш пробиркаға 5 мл-ден күкірт қышқылын құйыңдар. Пробиркаларды қышқыл-тиосульфат етіп үш жұпқа бөліңдер.
Бірінші жұпты су құйылған стаканға қойыңдар, стаканға термометр салыңдар. 3-5 минут өткен соң, яғни пробиркадағы ерітінділер температурасы теңескен соң, температураны анықтаңдар. Екі ерітіндіні біріктіріп, араластырыңдар. Екі ерітіндіні бір-біріне құйғаннан соң, секундомерді қосыңдар. Тұнба байқалысымен уақытты жазыңыздар Стакандағы суды 100С-қа көтеріп (ыстық су қую арқылы), екінші пробиркалардың жұбын орналастырыңдар да алдынғы тәжірибе сияқты тәжірибе жасаңдар. Осылай үшінші пробирканың жұбымен стакандағы суды 100С-қа көтеріп, тәжірибе жасаңдар.
№
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Температура, 0С
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Тұнба пайда болғандағы уақыт, Δt
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Реакцияның салыстырмалы жылдамдығы υ=I/Δt
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Температураны 100С көтергендегі реакция жылдамдығының өзгеруі γ= υТ1/υТ2
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Реакция жылдамдығына тигізген температураның әсері туралы қорытынды жасаңдар.
№3 Тәжрибе. Химиялық реакцияның жылдамдығына катализатордың әсері.
Пробиркаға 6 мл күкірт қышқылын (1:3) құйыңдар, оған 5-6 тамшы калий перманганатын тамызыңдар. Ерітіндіні араластырып, бірдей етіп 5 пробиркаға бөліңдер. Бір пробиркадағы ерітіндіні салыстыруға қалдырыңдар. Екінші пробиркаға аз мөлшерде мырыш ұнтағын салып, араластырып, ерітіндіні түссізденгенше уақытты секундомер арқылы анықтаңдар. Үшінші пробиркағада сонша мырыш салып 1 тамшы КNO3 ерітіндісін тамызыңыз. Ерітіндіні араластырып тағы уақытты анықтаңдар. Төртінші пробиркаға 2 тамшы, бесінші пробиркаға 3 тамшы КNO3 құйып тәжірибені қайталаңдар.
№
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Тамшы саны КNO3
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Ерітінді түссізденгенге дейінгі уақыт, Δt
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Салыстырмалы реакция жылдамдығы υ=I/Δt
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Тәжірибе нәтижесінен график сызыңыздар. Абсцисса осіне КNO3 тамшысының санын, ордината осіне салыстырмалы жылдамдықты қойыңдар.
№4 Тәжрибе. Гетерогендік процестің реакция жылдамдығы.
0,2 граммнан бор (СаСО3) өлшеңдер (2 рет). Біреуін сол қалыпта пробиркаға салыңдар, екінші өлшеген борды ұнтақтап екінші пробиркаға салыңдар. Екі пробиркаға да 0,5 мл-ден тұз қышқылын құйыңдар. Секундомерді қосып, бордың екі пробиркадағы толық ерігеніне дейінгі уақытты анықтаңдар. Реакция теңдеуін және әрекеттесуші массалар заңының математикалық өрнегін жазыңдар. Әрекеттесетін заттардың бетінің көлемінің реакция жылдамдығына әсері туралы қорытынды жасаңдар.
№5 Тәжрибе. Химиялық тепе-теңдіктің ығысуына зат концентрациясының әсер.
Пробиркаға өте сүйытылған ҒеСl3 және NH4CNS ерітінділерін төрт тамшыдан құйыңдар. Сонда мынандай теңдеумен реакция жүретіндігін көрсетуге болады:
ҒеСl3 + 3NH4CNS ↔ Ғе (CNS)3 + 3NH4Сl
Алынған ерітіндіні сумен тағы сұйылтыңдар (1:2), оны бірдей етіп 5 пробиркаға бөліңдер. Біреуіне 2 тамшы ҒеСl3 ерітіндісін екіншісіне 2 тамшы NH4CNS ерітіндісін, үшінші пробиркаға 2 тамшы NH4Сl ерітіндісін, төртінші пробиркаға 2 тамшы алғашқы ерітінді (NH4CNS + ҒеСl3) қоспасын қосыңдар. Алғашқы үш пробиркадағы ерітінді түсінің өзгеруін төртінші пробиркадағы ерітінді түсімен салыстырыңдар:
№
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Не қосылды
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Ерітінді түсінің өзгеруі
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Тепе-теңдіктің ығысу бағыты (оңға, солға)
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1
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2
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3
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4
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Темір хлориді мен аммоний роданиді арасында жүретін қайтымды реакция үшін тепе-теңдік константасын жазыңдар. Байқаған құбылыстарды Ле-Шателье принципі тұрғысынан түсіндіріңдер.
Өзін өзі бақылауға және зертханалық жұмыстарды қорғауға арналған сұрақтар:
1.Қандай реакцияларды гомогенді, гетерогенді деп атайды?
2.Химиялық реакциялардың жылдамдығы дегеніміз не?
3.Гомогенді, гетерогенді реакциялардың жылдамдығы қандай факторларға байланысты?
4.Массалар әсерлесу заңын оқыңдар. Жылдамдық қонстантасының мәнін анықтаңдар.
5.Химиялық реакциялардың жылдамдығы температураға байланысты неге және қалай өзгереді?
6.Активтену энергиясы деген не?
7.Химиялық тепе-теңдік дегеніміз не? Тепе-теңдіктің ығысуына қандай факторлар әсер етеді? Мысал келтіріңдер.
9.Ле-Шателье принципінің маңызы.
Зертханалық сабақтың тақырыбы № 5
Ерітінділер. Ерітінділер концентрациясы.Электролиттер
Сабақтың мақсаты: Белгілі концентрациялы ерітінділер дайындап үйрену. Титрлер әдісі бойынша ерітінділер концентрациясын анықтау.
№1 Тәжрибе. Ерітінді концентрациясын оның тығыздығы арқылы анықтау. Концентрациясын анықтайтын ерітінділерді ~ 100 мл цилиндрге құйыңдар, оның температурасын анықтаңдар. Егер ерітінді температурасы 200С-қа тең болмаса, цилиндрді не жылы суға салып, не суық суға салып, ерітіндіні шыны таяқшамен араластырып, 200С жеткізіңдер. Ерітінді тығыздығын ареометр арқылы анықтаңдар. Таза, құрғақ сүртілген ареометрді ақырындап цилиндрдегі ерітіндіге түсіріңдер. Ареометр цилиндр қабырғаларына тимеу керек. Ерітінді ернеуіне сәйкес келген ареометр шкаласы ерітіндісінің тығыздығын көрсетеді. Тығыздықты анықтауды тағы да екі рет қайталаңдар. 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)
№5 сурет
Ерітінді тығыздығын анықтайтын ареометр
Ол үшін ареометерді 1-2см көтеріп, қайта ерітіндіге түсіріп, ареометрдің шкаласын жазыңдар. Үш рет өлшеген соң ареометриялық орта санын жазыңдар. №4 таблицадан [3] бұл тығыздыққа сәйкес келетін заттың ерітіндідегі массалық үлесін (%) анықтаңдар. Егер анықталған тығыздық таблицада екі тығыздық ортасына сәйкес келсе, массалық үлесті мына формула бойынша интерполяциялау арқылы табады:
Сх = С1 + (С2 –С1)∙ ((ρх -ρ1)/(ρ2 -ρ1))
ρх- өлшеген тығыздық
ρ1 және ρ2- таблицадағы өлшенген тығыздыққа жақын тығыздықтар;
Сх, С1, С2- оларға сәйкес концентрациялар.
№2 Тәжрибе. Массалық үлесі (%) белгілі тұздың ерітіндісін дайындау.
Оқытушыдан тапсырма алыңдар. Қанша тұз және су керек екенін есептеңдер.
Таразыда есептелген тұзыдың мөлшерін өлшеңдер де 300 мл колбаға салып ерітіңдер. Судың мөлшерін цилиндрмен өлшеңдер. Ерітінді жасау үшін суды аздап құйыңдар, ерітіндіні араластыра отырып тұзды ерітіңдер. Дайындалған ерітіндіні колбадан цилиндрге құйып, ареометр арқылы оның тығыздығын анықтаңдар.Дайындалған ерітіндінің молярлы, нормальды концентрацияларын және титрін анықтаңдар.
Тәжірибе нәтижесін мына кестеге жазыңдар:
Масса
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Ерітіндінің тығыздығы
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Дайындалған ерітіндінің концентрациясы
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Тұз
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су
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молярлы
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нормальды
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Т, г/мл
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№3 Тәжрибе. Электролиттердің электр өткізгіштігін тексеру.
Көмір электродтарды стаканға салып, оны электр шамымен қосып, тоққа қосу керек.
Стаканға 20-30 мл дистильденген су құйыңдар. Шам жана ма?
Стаканға 2-4грамм қант салып дистильденген суда ерітіңдер. Шам жана ма?
Электродтарды жақсылап жуып құрғатыңдар да стакандағы құрғақ ас тұзына (NaCl) тигізіңдер. Шам жана ма? Енді 20-30 мл дистильденген су құйып тұзды ерітіңдер. Шам жана ма? Жеке дистильденген су және құрғақ тұз электр тоғын өткізбейді, ал ас тұзының ерітіндісі тоқ өткізеді. Неге?
Төрт стаканға 20-30 мл 0,1 н мына ерітінділерді құйыңдар: бірінші стаканға- тұз қышқылын, екіншіге- натрий гидроксидін, үшіншіге- сірке қышқылын, төртіншіге- аммиак ерітіндісін. Осы ерітінділердің электр өткізгіштігін тексеріңдер. Электродтарды ерітіндіге салған сайын алдын-ала жеке стаканда тұрған дистильденген сумен жақсылап жуып отыру керек. Тәжірибе кезінде шамның жарықтығына қарап, қышқылдар мен негіздердің күші туралы айтыңдар.
Соңғы екі стакандағы ерітінділерді (сірке қышқылы мен аммиакты) бір-біріне құйып, шамның жарықтығын салыстырыңдар. Неге шамның жарықтығы әр түрлі?
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