Балқыбек Тұрғынай
ГК -809
Бақылау сұрақтары;
1.Эканомикалық ізденіс дегеніміз не?
Экономикалық ізденістер салынбақшы құрылысты, сол жерде құрылыс материалдарымен, заттармен, көлікпен, сумен, энергиямен, жұмыс күшімен т.с.с. қамтамасыз ете ала ма жэне салынып болған соң осы құрылыс экономикалық тұрғыдан тиімді ме, осы аталған шарттарды есепке ала отырып жасайды. Экономикалық ізденіс техникалық ізденістің алдын алып отырады.
2.Техникалық ізденіс дегеніміз не?
Техникалық ізденіс құрылыс салынатын жер аумағының табиғи жағдайын егжей-тегжейлі зерттеу және жобалу, құрылыс салу кездерінде сол жердің табиғи байлықтарын мүмкіндігінше толық пайдалану жәие есепке алу үшін жүргізіледі.Құрылыс салынатын алаңды бағалау үшін, келесі үрдісті ізденістер жүргізеді: негізгі-инженерлік-геодезиялық, инженерлік-геологиялық және гидрогеологиялық; гидрометеорологиялық, климатологиялық және метероло-гиялық, құнарлы жер қыртысын геоботаникалық тексеру және басқалар. Қандайда құрылыс салынса да, негізгі ізденістерді бірінші кезекте жүргізеді. Техникалық ізденіс жұмыстарының негізгі тапсырмалары болып саналатындар – жер бетінде жоба бойынша салынбақшы жолдың пландық жəне профильдік орналасуын нақтылы анықтау. Сондықтан техникалық ізденіс кезінде трасса бойымен керекті топографиялық түсірістерді жасай отырып, инженерлік геологиялық жəне гидрогеологиялық жұмыстарды жүргізіп, көпірлік, тоннельдік өту жолдарын тиянақты тексереді. Бұл тексерулер жоба жасау кезінде трассаны өте тиімді, ыңғай лы жағдайда құруға мүмкіндік береді. Сонымен техни калық ізденіс жұмыстары топографиялық, геологиялық, гидрогео логиялық, жол салу жəне басқа да осы жұмыспен тығыз қарымқатынастағы жан-жақты, үрдісті істерден тұрады. Жол трассасына қойылатын негізгі талап, берілген жылдамдықта іркілмей, қауіпсіз жылжу болып табылады
3.Бұрылыс радиустарын қалай қадалайды?
Бұрылыс радиусы кіші тұста еңкіштік шектік шаманы жеңілдетеді, яғни азайтады. Темір жолдарда бұл еңкіштікті жеңілдету мыңдық есесі формуламен есептеледі Δi = R 700 Мысалы, басқарушы еңкіштігі кезінде i р = 20‰, бұрылыстағы ең үлкен шектік еңкіштік R = 700 м, сонда Δi = i р - Δi = 20 - 700 700 = 19 ‰. Станциялар, разъездер жəне үлкен жол парктері салынатын алаңдар қатаң ереже ретінде тегіс, жазық жерлерден таңдап алынады, тек қана қиын, мүмкіндігі шектеулі тұстарда ғана жоғарыда айтылған құрылымдарды салу үшін еңкіштігі 2,5 ‰ аспайтын, бір жаққа бағытталған, бұрылу радиусы магистральды жолдар үшін 1000 метрден, ал жергілікті жолдарда 600 м кем емес алаңдар таңдап алынады
4.Дайындық ізденіс жұмыстар дегеніміз не?
Ізденіс кезінде атқарылатын жұмыстар. Ізденіс жұмыстарын жүргізу кезінде екі негізгі тапсырмаларды орындауы керек: 1. Жол бойын салу жəне пайдалану кездерінде ыңғайлы, сонымен бірге оны салуда, пайдалануда ең аз шығын шығара отырып, тиімді трасса баламасын таңдау; 2. Трассаның жəне жол бойында салынатын оның барлық құрылымдарының жобасын жасау үшін керекті топографтыгеодезиялық, инженерлі-геологиялық, гидрогеологиялық жəне бас қа да материалдарды, берілімдерді жинау. Трассаның жобасын жасаудың сатыларына байланысты, ізденіс жұмыстары алдын ала жəне соңғы ізденіс жұмыстары болып екіге бөлінеді. Алдын ала ізденіс жұмыстары, камеральды жолмен, яғни қолда бар топографиялық жəне геологиялық карта немесе пландар- ды, аэрофототүсіріс материалдарын жəне де осы маңда бұрын істел ген ізденіс жұмыстарының нəтижелерін пайдаланып іске асады. Дайындық ізденіс жұмыстары кезінде, алдын ала далалық жұмыстарға шықпас бұрын осы жұмыстарға керекті материалдарды тиянақты қарап шығады. Осы материалдар негізінде болашақ трассаның тəсімін бекеттік нүктелерінің орналасуын, тіке жүргізілетін трасса бағытын, геодезиялық қосындар негіздерінің орналасу жағдайларын жасайды; бұрылу тұстары төбелерінің координаталарын жер бетіне түсіру үшін аналитикалық есептейді. Тиянақты түрде барлық гидрометрлік, геодезиялық аспаптарды жəне жабдықтарды тексеріп, ретке келтіріп алады.
5.Далалық жұмыстарға не жатады?
Далалық жұмыстар кезінде, трассаның жобасы жəне тиянақты жер бетін шолу арқылы бұрылыстардағы бұрыш төбелерінің орналасуларын анықтайды жəне трасса бағытын салады: трасса бағытын салу, жүрістің бұрыштарын, қабырғалар ұзындықтарын, ұзынбойлық жəне көлденең бекеттік нүктелерді қадалау, нивелирлеу, трассаны бекіту, сонымен бірге ірі масштабта жол қиылыстарын, өту жолдарын, түйісу маңдарын, күрделі бедерлі тұстарын жəне де басқа керекті құрылымдарды түсіру. Тиянақты далалық жұмыстар негізінде трассаның жобасын жасайды, бұл жоба барлық құрылымдардардың жұмыс сызбалары, негіздемелері есептеулер, көлемдік жұмыс журналдары, келісу құжаттары, геодезиялық жəне де басқа берілімдері көрсетілген түсініктеме мəтінінен тұрады
6.Трассаны қалай бекітеді?
Трассаны бекіту. Құрылыс салу алдында тез жəне жеңіл тауып алу үшін, трасса жер бетінде сенімді бекітілуі керек. Бекеттер жəне плюстік нүктелерді қазықшалармен айналасын жыра отырып, топырақпен үйіп бекітеді де, жанына қарауыл белгі қағады (қарауылда бекеттің реттік номері, кейбір берілімдері жазылады). Бұрылыс бұрыштарының төбелері жəне қатар нүктелер, көлденең 157 ірі асулардың нүктелері қосымша ағаш немесе темірбетонды бағаналармен бекітіледі, сонымен бірге оларды жергілікті заттармен байланысы көрсетілген сұлбасы жасалады. Көпірлік өтулерді бір немесе екі ағаш бағаналармен ось бойымен əр жағада бекітеді. Ағаш бағаналардың ұшар басына көпір осін теодолитпен берілген бағытын көрсететін шеге қағып қояды. Бұрылу бұрыштарындағы ағаш бағаналарды ішкі жағына биссектриса бағытымен бекітілген төбесінен 1 м жерге орнатады. Белгілерге майлы бояумен реттік номерін, кейбір берілімдерін жазып қояды. Бұрыштық бағаналарға оның бұрыш төбесі жағына, ал қатар нүктелерге олардың бекеті аз жағына жазылады.
7.Бұрылыс элементтеріне не жатады?
Бұрылыс қисығын алдын ала қадалау, жер бетінде бұрылыстың бас нүктелері бекеттерін қадалаудан басталады Егер шеңбердің центрі О нүктесін бұрылу ортасымен (ВУ) жалғастырсақ, онда О нүктесінде 2 α сүйір бұрышты екі тең тікбұрыштар пайда болады. ВУ нүктелерінен НК (қисық басы) жəне КК (қисық соңы) нүктелеріне дейінгі жанама кесінділері тангенс сызықтары (Т) деп аталады. Бұрылудың басы мен аяғына дейінгі бұрылыс шеңберінің доғасы бұрылу қисығы (К) деп аталады. Бұрылыс қисығының негізгі элементтері 158 Екі тангенс (2Т) сызығының жəне (К) қисығының ұзындықтарының айырмасы жеткізіп өлшеу (Д) деп аталады. (ВУ) бұрышы төбесінен қисық ортасына дейінгі (СК) кесіндісін бис сектриса (Б) деп атайды. Трассаның техникалық жобасы сатысындағы ізденіс жұмыстары кезінде (алдын ала ізденіс жүргізу) жер бетінде ВУ, НК, СК жəне КК нүктелерін бекітеді. Мұнда бұрылыс қисығының негізгі элементтерін білу керек: тангенс, қисық ұзындығы, жеткізіп өлшеу жəне биссектриса шамалары.
8.Тангенс сызығы деген не?
Тангенс сызығы - бұл жай ғана жазықтықтың қисық сызығына тиетін сызық. Тангенсті бөлінген сызықтың ерекше жағдайы деп санауға болады, онда қисық сызықтағы екі нүкте шексіз жақын (немесе қабаттасады). Тік қисықтың үстінде орналасқан кез келген нүктенің орналасу жағдайлары тікбұрышты х, у координаталармен анықталады. 87-сурет. Еңкіштіктердің жалғасу тəсімі 165 Абсцисса осі х қисықтың басынан бекеттер үстімен өтеді де, у ординаты формуламен анықталады = 2 . 2 x у R (140) Қисықтың бас элементтерін есептеп болған соң, қисықтың басынан ортасына дейінгі нүктелердің биіктік шамаларын нақ - ты лы есептеуге кіріседі. Ведомостің бірінші колонкасына əр нүктенің бекеттік мəнін 5 м сайын жазады. Екіншісіне нүктелердің i1 жобалық еңкіштікті тангенс сызығында есептелінген биіктік шамаларын жазады (мысалда, i1 =0,027).
9.Ауыспалы бұрылыс дегенімідз не?
Трассаның түзу тұстарының бұрылма қиылысқан тұстарынан көлік өткен (жылжымалы құрама көліктер) кезде центрден тепкіш күш пайда боладыда, рельсті вагон сыртқа қарай итереді, бұл күш 159 жоғары жылдамдықта өте қауіпті. Сыртқа тебу күшін əлсірету үшін бұрылмалы қисықтың басында радиус R шамасы шексіз шамадан қисық радиусына дейін кішірейтіледі жəне соңында R шамасынан шексіз шамасына дейін үлкейтіледі. Осы жылжымалы құрамның бұрылма қисықтарынан өтетін тұстарды ауыспалы бұрылыс қисығы деп атайды.
10.Бұрылыстарды қадалауда қандай әдістер қолданылады?
Бұрылыс қисықтарын қадалау үшін əртүрлі əдістерді қолданады. Солардың бірі тік бұрышты координаталар əдісін қарастырамыз. Тік бұрышты координаталар əдісі. Бұл əдісте қисық үстіндегі нүктелердің орналасу жағдайлары К тең доғалары арқылы х1 , у1 ,; х2 , у2 ,; х3 , у3 ,;.... хn , уn ,; координаталарымен анықталады, мұнда абсцисс осі ретінде тангенс сызығын алады, координаталар басы болып қисықтың басы немесе соңы қабылданады. Бұрылыс қисығы нүктелерінің координаталарын формуламен есептейді: х1 = R sinφ; y1 = 2R sin2 2 ϕ ; x2 = R sin2φ; y2 = 2R sin2 2 2ϕ (136) x3 = R sin 3φ; y3 = 2R sin2 2 3 ϕ . Формуламен есептеудің орнына жоғарыда айтылған бұрылу қисығын қадалау кестесін пайдалану қолайлы. Кестеде ауысу нүктелерін қадалау бітіп, бұрылу қисығы басталатын тұстары жуан шрифтпен көрсетілген. Бұрылуды нақтылы қадалау, қисықтың екі жағынан ортасына қарай (СК) тангенс сызығы бойымен іске асады. Əр кесіндінің соңынан кері қарай К – х шамасын жəне осы нүктеден нормаль түсіреді де, соның бойымен у шамасын салады. Осы амалдан пайда болған нүктені қазықшамен бекітеді де, оған нүктенің реттік санын (бекеттік атын) жазады. Нүктенің бекеттік орнын, осы НК бекетке ретімен К шамасын қоса отырып есептейді. Тексеру үшін, қазықшалардың арасын өлшеп, олардың 10 метрге тең екеніне көз жеткізеді. Жұмыстың дəлдігін арттыру үшін қазықшалардың ұшар басына шеге қағады.
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)
Достарыңызбен бөлісу: |