Өзіндік бақылау сұрақтары:
Демді дұрыс ала білу дегеніміз не?
Тізбекті де алу дегеніміз не?
Әдебиеттер: [2 ]; [5 ]; [8 ];
№ 9 дәріс
Дәріс тақырыбы: Хордағы дикция.
Дәріс мазмұны: 1. Дикция ұғымына түсінік.
2.Хордағы әншілер дикциясы.
Мақсаты: Дикция терминін түсіндіру.
Кілттік сөздер: Дикция.
Дикция – сөздердің, буындардың анық, таза болуы. Күнделікті тұрмыста тіл дикциясы және әншілер дикциясы деген болады.
Тіл дикциясы- сөздің, буынның анық болуы.
Әншілер дикциясы ән айтқандағы әншілердің дауыстарының анық естілуі.
Өзіндік бақылау сұрақтары:
Дикция дегеніміз не?
Олар қалай бөлінеді?
Әншілер дикциясын түсіндір.
Әдебиеттер: [ 1]; [ 3]; [5 ];
№ 10 дәріс
Дәріс тақырыбы: Ансамбль.
Дәріс мазмұны: 1. Ансамбль ұғымына анықтама.
2. Жеке, толық, толық емес ансамбль түрлері.
Мақсаты: ансамбль ұғымын түсіндіру.
Кілттік сөздер: ансамбль
ансамбль дегеніміз әншілер немесе аспапта орындаушылардың шағын тобын айтамыз.
Ансамбльдер жеке, жартылай ансамбль, толық, толық емес т.б. түрлерге бөлінеді.
Жеке ансамбль- жеке хор тобы. Жартылай – бірыңғай хор тобы. Толық – С+А+Т немесе А+Т+Б дауыстарынан құралған топ.
Толық ансамбль – кең көлемді, әр түрлі дауыстардың бірігуінен құралған топ.
Өзіндік бақылау сұрақтары:
Ансамбль дегеніміз не?
Ансамбльдің қандай түрлері бар?
Әдебиеттер: [ 13]; [14 ]; [15 ];
№ 12 дәріс
Дәріс тақырыбы: Хордың орындаушылық бағыттары.
Дәріс мазмұны: 1. а саpella.
2. Камералық хор.
3. Опералық хор.
4. Оқу хорлары.
Мақсаты: Хордың орындаушылық бағытына қарай бөліну түрлеріне тоқталу.
Кілттік сөздер: а саpella. Камералық хор. Опералық хор. Оқу хорлары.
1. Іс-әрекет бейімділігіне байланысты академиялық, капеллалық, ән, би, оқу хорлары т.б. түрге бөлеміз.
а саpella – акаппела- шығармаларды аспапсыз орындау деген мағынаны береді. Ол алғаш шіркеулік ән айту үлгісі аспапсыз басталды. Молитваларды аспаптың көмегімен бір дауыста орындады. Кейіннен бұл акапеллаға айналды. Капеллалар орта ғасырда котолик шіркеуінде пайда болды. Кейін бұл атау хорға берілді. Алғашында капелла шығармаларды аспапсыз, вокалдық түрде орындады.
2. Камералық хор – музыкалық шығармаларды орындаудың жаңа формасы. Құрамы 30-40 адамнан құралған. Құрамындағы әншілер кәсіби музыкалық білімі бар вокалистар мен хор әншілерінен тұрады. Камералық хор күрделі шығармаларды орындайды. Сонымен қоса репертуарында халық әндері, ескі және жаңа әндер бар. Негізінен шіркеулік музыкаларды орындайды.
3. Опералық хор бұл 17ғ. басында дамыды. Опералық композитор-классиктеріне В.А. Моцарт, Л.В.Бетховен т.б. жатқызамыз.Опералық хордың басқа хорлардан ерекшелігі синтезделген өнер түрі болуында. Хор әншілері белгілі бір актерлық рольдерді сомдайды. Хор дирижеры басқахорлардағыдай көз алдарында емес, сахна сыртында болады.
4. Оқу хорлары ЖББМ, орта және ЖОО жанынан құрылған хорларды жатқызуға болады. Бұл хордағы адамдар санына шек қойылмайды. Олар үлкен, кіші, орта топ болып та шығармаларды орындайды.
Өзіндік бақылау сұрақтары:
1. а саpella дегеніміз не?
2. Аспапсыз орындалатын шығармаларды ата?
3. Камералық хор дегеніміз не?
4. Опералық, оқу хорлары дегеніміз не?
Әдебиеттер: [2 ]; [3 ]; [ 12];
№ 13 дәріс
Дәріс тақырыбы: Шығармаларды орындаудағы музыкалық белгілер.
Дәріс мазмұны: 1.Лига. 2. Вольта. 3. Стаккато
Мақсаты: Лига. Вольта. .Стаккато ұғымдарын меңгерту.
Кілттік сөздер: Лига. Вольта. .Стаккато
Лига – екі немесе одан да көп дыбыс аралықтарының үзілмей, жалғаса орындалуы.
Вольта-кейбір шығармаларда қайырмасы немесе шумағы әртүрлі аяқталады. Сондай жағдайда оған вольта белгісі қойылады.
Шығармаларды анық, үзіп, жеңіл орындау – стаккато деп аталады
Өзіндік бақылау сұрақтары:
1.Лига дегеніміз қандай белгі?
2. Вольта дегеніміз қандай белгі?
3. Стаккато дегеніміз қандай белгі?
Әдебиеттер: [ 1]; [4 ]; [14 ];
№ 14 дәріс
Дәріс тақырыбы: Ән және әнші.
Дәріс мазмұны: 1.Әнші дауысының ерекшелігі.
2. Әнші дауысының гигиенасы.
Мақсаты: Ән өнері және әншілер дауыстарының ерекшеліктері туралы түсіндіру.
Кілттік сөздер: Әнші. Ән өнері. Әнші дауысы.
Әнші дауысы өзінің биіктігі, өзінің дауыс көлемі немесе диапазонымен, дауыс күшімен және тембрімен ерекшеленеді.
Дауыс биіктігі- әр адамның дауыс биіктігі 4,5 октавалық болуы керек.
Диапазон дегеніміз әншінің алатын дыбыс көлемі. Бұл дауыс аппаратының физиологиялық ерекшелігіне байланысты. Ол кең және қысқалығымен ерекшеленеді. Орташа дауыс көлемі (қойылмаған дауыс көлемі) әншілерді 1,5 октаваға дейін, ал кәсіби әншілердің дауыс көлемі 2 октавадан асуы керек.
Дыбыс күші тыныс алуға байланысты. Дұрыс дем алғанда әншінің дыбыс күші көпке шыдайды. Ол ауыз, тыныс алу, ішке байланысты. Ауызды неғұрлым ашса, соғұрлым дыбыс күшті шығады. Опера әншісінде дыбыс күші 120 дб-ге жетеді.
Өзіндік бақылау сұрақтары:
Дауыс биіктігі дегеніміз не?
Диапазон дегеніміз не?
Дыбыс күші дегеніміз не?
Әдебиеттер: [ 5]; [ 7]; [11 ];
№ 15 дәріс
Дәріс тақырыбы: Динамикалық белгілер.
Дәріс мазмұны: 1. Негізгі динамикалық белгілер.
2. Шығармалардағы динамикалық белгілер.
Мақсаты: Динамикалық белгілермен таныстыру.
Кілттік сөздер: Динамикалық белгілер. Пиано. Форте.т.б.
1. Ән мен күй басынан аяғына шейін бір сарында болмайды. Өйткені ән мен күй өмірдің бір саласы. Өмірде адам бір күйде болмайды. Үнемі бір қалыптылық деген жаратылыста жоқ. Біз үнемі тек жәй жүрмейміз. Сондай-ақ үнемі жүгіріп те жүрмейміз. Жәй және жылдам, баяу мен айқай үнемі кезектесіп отырады. Музыкада да осы жағдай бар. Олардың бәрі де тек нота таңбасы арқылы берілмейді. Ән-күйдің орындау кезендеріндегі күштерін көрсететін әдейі белгілер болады. Ол белгілер италиян тілінен алынған. Осы белгілерді музыкада динамикалық ұғымдар дейміз (күш көрсеткіштері). Бұл белгілер бес сызықтың астында жазылады. Орындау кезеңнің күшін (динамикасын) көрсететін терминдер:
Айтылуы
|
Қысқартылғаны
|
Қазақшасы
|
Пиано
|
P
|
ақырын
|
пианиссимо
|
PP
|
өте ақырын
|
форте
|
f
|
қатты
|
фортиссимо
|
ff
|
өте қатты
|
меццо пиано
|
mp
|
ақынырақ
|
Меццо форте
|
mf
|
қаттырақ
|
крещендо
|
cres
|
Күшейте түсе
|
диминуэндо
|
dim
|
Баяулата түсе
|
Өзіндік бақылау сұрақтары:
Динамикалық белгілер дегеніміз не?
Қандай динамаикалық белгілер бар?
Әдебиеттер: [ 11]; [12 ]; [14 ]
6. Практикалық сабақ жоспары
№
|
Тақырып
|
Семинар (практикалық) сабақ мазмұны
|
Апта
|
Әдебиет
|
1
|
Өлшемдер.
|
1. Жай өлшемдер. 2. Күрделі өлшемдер.
|
1
|
[ 1]; [4 ]; [ 5];
|
2
|
Дирижерлау
|
1. Дирижер және дирижерлау
2. Дирижерлық сетка.
|
2
|
[ 2]; [12];
|
3
|
Бір дауысты ән салу (унисон)
|
1. И.Нүсіпбаев шығармаларына тоқталу. 2. «Айналайын ақ мамам» әніне сипаттама. 3. Әнді үйреніп, аспаппен қостап айту.
|
3
|
[2 ];[13 ]
|
4
|
Екі дауысқа арналған шығармалар.
|
1. Украин халық әні «Құс».
2. Әнді екі дауыста үйрену.
|
4
|
[2 ]; [13 ].
|
5
|
Аспаппен ән салу.
|
1. А. Меңжанова «Болайықшы осындай»әні.
2. Әнді динамикалық белгілерімен орындап үйрену.
|
5
|
[2 ]; : [11 ];
|
6
|
Аспаппен ән салу.
|
1. К. Қуатбаев «Ақ әжем» әні.
2. Ән екпінімен жұмыс
|
6
|
[2 ]; : [12 ];
|
7
|
Хорға арналған вокалды жаттығулар.
|
1. Ән айту дағдыларын қалыптастырудағы вокалдық жаттығулардың ролі.
2. Дауыс жаттықтыру.
|
7
|
[2 ]; [13 ]. [ 14]:
|
8
|
Аспаппен ән салу. А.Жұбанов «Қарлығаш» әні.
|
1. Сазгер өмірі мен шығармалары. 2. А.Жұбанов «Қарлығаш» әні. 3. Әнді екі дауыста орындау
|
8
|
[2 ]; : [11 ];
|
9
|
Аспаппен ән салу
|
1.К.Қуатбаев «Ел қорғауға әзірміз» әні. 2. «Ел қорғауға әзірміз» әнін аспаппен айту.
|
9
|
[2 ] [13 ]
|
10
|
Хормен жұмыс
|
1. Шығармамен жұмыс.
2. Әнді дирижерлау.
|
10
|
[2 ]; : [12 ];
|
11
|
Дирижерлау тәсілі.
|
1. Жай өлшемдерде дирижерлау.
2. Күрделі өлшемдерде дирижерлау.
|
11
|
[1 ]; [2 ]; [3 ];
|
12
|
Халық әні «Ақ дариға»
|
1. Халық әні туралы түсінік. 2. Халық әні «Ақ дариға» үйрену.
|
12
|
[12 ]: [14 ]
|
13
|
Екі дауыста ән салу
|
1. «Көшедегі жаңбыр» әні. 2. Әнді екпіні.
|
13
|
[2]; [12]
|
14
|
Әйелдер хорына арналған шығармалар.
|
1. Сазгер өмірі мен шығармалары. 2. К.Дүйсекеев «Туған жер» әні
|
14
|
[2]; [12]
|
15
|
Әйелдер хорына арналған шығармалар.
|
1 . Сазгер өмірі мен шығармалары. 2. Ақан сері «Балқадиша» әні
|
15
|
[ 2]; [ 14]
|
Пәнді оқыту жөніндегі әдістемелік нұсқаулар.
Практикалық (семинарлық) және лабораториялық сабақтар бойынша методикалық ұсыныстар.
№1 Практикалық сабақ
Тақырыбы: Өлшемдер.
Мақсаты: Өлшем түрлерімен танысып, шығармаларды дирижерлап үйрену.
Негізгі сұрақтар:
1.Өлшем дегеніміз не?
2. Өлшемнің қандай түрлері бар?
3. Жай өлшемдерге не жатады?
4. Күрделі өлшемдерге қандай өлшемдер жатады?
5. Такт сызығы дегеніміз не?
Әдістемелік ұсыныс: Өлшем түрлеріне анықтама береміз. Өлшем түрлері бойынша оның дирижерлық сеткасы түсіндіріледі. Қарапайым өлшемде дирижерлап үйренеді.
![](data:image/png;base64,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) ![](data:image/png;base64,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) - жай өлшемдер; ![](data:image/png;base64,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) ![](data:image/png;base64,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) т.б. күрделі өлшемдер.
_
Достарыңызбен бөлісу: |