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Кен орындарын жерастында игеріп, қопарылған кен массасын тасымалдауда дизель тұғырлы өзіжүргіш жабдықтарды (ӨЖЖ) пайдалану негізгі тәсіл болып табылады да, осының нәтижесінде кеніштің жұмыс өнімділігі біршама артады. Алайда, олардың өте пәрменді және ұзақ жұмыс істеулерінен, әсіресе, оңтайлы жұмыс режимдерінің ауытқулары болғанда, тасымал қазбаларындағы кеніш атмосферасы мен ӨЖЖ жүргізушілерінің жұмыс орындарындағы ауа тазалығының деңгейі шамадан тыс бүлініп жатады. Яғни, ӨЖЖ тұтыныс қауіпсіздігінің «Қауіпсіздік — орта» жүйешесінің (подсистема) кейбір шамашарттары қауіпсіздік талаптарына сәйкес болмайды.
Кеніш атмосферасының ӨЖЖ-ны тұтынудан бүтіндей бұзылуы, практикалық тұрғыдан алғанда олардың жұмыс қарқындылығы мен ұзақтығына тура пропорциональды түрде болатыны белгілі.
Осыған байланысты, жерасты жағдайында дизельді ӨЖЖ тұтынысынан кеніш атмосферасының бүліну дәрежесін азайтудың маңызды жолы — олардың оңтайсыз режимдегі жұмыстарының ұзақтығы мен қарқындылықтарын мүмкіндігінше азайту болып табылады. Бүгінгі күні, дизельді ӨЖЖ саны республикамыздағы жерасты кеніштерінде жылдан жылға артып келетінін ескерсек, жоғарыда аталған шарттарды қамтамасыз етуге күш салынуы керек.
Кеніш атмосферасы құрамындағы дизель қалдық газдарының (ҚГ) мөлшерін анықтау үшін, «Қазақмыс» шахталарында арнаулы зерттеулер жүргізілді. Зерттеулер мақсаты ҚГ-ң негізгі компоненттері — көміртегі оксиді (СО) мен азот диоксидін (NO2) анықтау болды. Себебі, бұл компоненттердің кеніш атмосферасы бойынша да, жұмыс ортасы үшін де тиесілі рұқсатты мөлшерлері белгіленген.
Жерасты тасымал машиналары — ӨЖЖ (автоөзітүсіргіштер, арту-тиеу машиналары, автобустар және т.б.) көлденең қимасы үлкен (22 м2 дейін) тау-кен қазбаларында жүреді. Бұл қазбалардағы ауа қозғалысының жылдамдығы 1-4 м/с болғандықтан, ауа легінің турбуленттілігі тым қарқынды болады да, Рейнольдс саны (4·105)-нен артық мәнді құрайды. Зерттеу нәтижелері ҚГ-ң қазба биіктігі мен қозғалыс маршруты бойында бірдей таралмайтынын көрсеткендіктен, жүргізушінің жұмыс орнындағы жағдай да солай болатынына көзіміз жетті. Бұл жерлердегі ҚГ-ң мөлшері қауіпсіздік талаптары бойынша белгіленген шамадан жиі 1,6-2 рет артып отырады.
Алынған мәліметтерді математикалық статистика әдісімен өңдеу нәтижелері, СО мен NO2 құрамдарының қазба биіктігі бойынша өзгеруін мына теңдеумен сипаттауға болатынын көрсетті [1]:
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(1)
мұндағы
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)
— ҚГ-ғы тиесілі компоненттің белгіленген
биіктіктегі мөлшері, мг/м
3;
Н — қазба табанынан биіктік, м;
а және
в — эмпириялық коэффициенттер.
ССО үшін
а = 42,35,
в = –2,14
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)
үшін
а = 9,87,
в = –0,453
ӨЖЖ — TORO 40 D жоғары жүккөтергіш жерасты автоөзітүсіргіші толық жүгімен (40 т) тасымал қазбасында жүргенде, уытты газдардың шығарындысы СО бойынша 9,6 г/т.км, NO2 бойынша 1,6 г/т.км болатынын эксперименттік зерттеулеріміз көрсетті. Бұл мөлшерлер белгіленген шамалардан едәуір артық (тасымал жұмыстары үшін шектеулі рұқсатты мөлшер (ШРМ) СО үшін 3,0-3,5 г/т.км, ал NO2 үшін — 0,5-0,8 г/т.км) [2].
ҚГ құрамына әсер ететін факторларды саралау кезінде, негізгі себептердің бірі ретінде ӨЖЖ жүргізушісі машина қозғағышының оңтайлы режимдегі жұмысын қамтамасыз ете білу қабілеті екені белгілі болды. Ал бұған ыңғайлылығы, сөзсіз, жүргізушінің практикалық тәжірибесіне байланысты. Сол себептен, қопарылған кен массасын тиеу және түсіру аумақтарында (дизельдің бос жұмыс режимі), сондай-ақ жолдың еңіс жерлерінде (кері еңісті жерлерде — еріксіз бос жұмыс режимі болса, дұрыс еңісті жерлерде — максимальды жүктеме режимі) кеніш атмосферасы СО бойынша 3,0-4,1 рет, ал NO2 бойынша 1,4-2,0 рет басқа жерлерге қарағанда артық бөлінетіні анықталды. Дәл осындай бейне жүргізуші кәшегінде (кабина) де орын алып тұрды. Бұл жерде, эксперимент үшін толық техникалық түзу дәрежедегі машина және біліктіліктері әртүрлі жүргізушілер (1-12 жыл) алынғанын айтқан жөн.
Кеніш ауасында да, жүргізушінің жұмыс орнындағы ауада да ҚГ-ң негізгі компоненттерін анықтау үшін жүргізілген зерттеулер көрсеткеніндей, олардың мөлшері ауа беру оқпанынан тазалау және дайындау жұмыс орындарына қарай қашықтаған сайын, өзгеріске ұшырайтынын көрсетті. Мұның бір себебі, тасымал қазбасымен тек қана кен таситын ӨЖЖ емес, сонымен қатар, басқа да дизельді машиналардың ұдайы жүріп жататындығы.
Зерттеулер кезінде тасымал қазбаларында әрбір (50-55) метрден соң ауа легінің жылдамдығы 0,2-0,3 м/с азаятынына және осыған байланысты, ҚГ-ың құрамындағы СО мен NO2 мөлшерінің көбейетіні белгілі болды. Бұлай көбеюіне, ӨЖЖ жүргізушісі уақытылы көңіл бөліп отыруға тиісті қозғалыс трассасының рельефі мен күйлері де өз ықпалын тигізетіні ақиқат.
Уытты газдар (CO, NO2) мөлшерінің ауа енгізу оқпанынан алыстаған сайын кеніш атмосферасында өзгеруін мына теңдеумен жазуға болады [1]:
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(2)
мұндағы
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)
—
кеніш ауасындағы СО мен NO2 мөлшері, мг/м
3;
L — ауа енгізу оқпанынан қашықтық, м;
М,
К — мәндері әрбір 50 м сайын анықталатын эмпириялық коэффициенттер.
Жүгімен жүретін ӨЖЖ-ң (автоөзітүсіргіштің) қозғалыс жылдамдығы ҚГ құрамына көп әсер ететінін зерттеулер көрсетті. СО мен NO2-ің тасымал қазбасы ауасындағы және жүргізуші кәшегіндегі өзгеруін, жүк тиелген машина жылдамдығына байланысты, төмендегі теңдеумен көрсетуге болады [1]:
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uZ7evWraNJJg8FaASeAsCaNWuk3ixayMPDA//+BwAATfHu3Tt6jQsJCRF7yoGCnjx5wmzEq6SO0JRDy83NjU0AiIuLmz59uhzbl0lMTEx0dDSz3cvLq1OnTlyPrkH4CADp6ekREREsO8+dO5fTYgAAAJQiPz+f5merV6/Oycnhc1y8A6D1NOvQYnkZwLVr1+TYuEyKioqmTZvGbDc2Ng4KCuJ6dM3CRwDYsGFDQUEBm55tBLiuBwAAQEExMTG//PLLy5cveR63Zs2aVapU4XlQ4JPGHVpt27Y1MjISe9aNqIyMjKdPnzZo0ECu6ljZuXPn/fv3me1+fn729vbcjauJOA8AX79+Zbn4j57g1r+cFgMAAKCg/Px8f3//3bt3S+1paWn5ww8/tG/f3sXFpXr16lZWVhYWFvSymJOTQ5OhJ0+e3Lp1Kzo6+u+//2Y/Os7/0WIaemiZmZm1aNHi5s2bUntevXqVuwCQnZ29YMECZnvVqlXnzZvH0aCai/MAcOrUqffv37PpaWpq6u3tzXU9AAAAcktKShowYMCDBw8kd+vYsaOvr2///v2Z6x5Si6WAg4ODp6fnwoUL7927t2PHjj179tD8T2oBOP9HW2n0oeXm5sYmAMTFxY0YMULuUSRbtmzZu3fvmO2LFy+mdMTRoJqL8wAQFhbGsmffvn2xhwAAQG3FxMQMHDjw06dPEvo0bNhw/fr1PXv2ZL/Zpk2bbtq0afbs2bNmzfr9998ld0YA0EqafmhRAFi3bp3UbhQA5B5CspcvX27cuJHZ7ujoOH78eI4G1WjcBoC8vLwzZ86w7Ozj48NpMQAAAHLbs2fPL7/8IuFEZ319/ZkzZy5ZsoR5ryU2bG1tw8PDc3Jyjh8/LqEbTgHSPlpwaLG8DjgpKSkrK6ty5cpyD1QW+vl8+fKF2R4cHGxoaKj04bQAtwGAEm3JDSkkMzc379KlC6fFAAAAyGfbtm2TJk2SsJ61hYVFaGho7969FRzo0aNHEh6l+V+TJk0UHALUinYcWtbW1g0bNhS7tKgo+javXbsm05sYbMTFxR05coTZ3qNHj+7duyt3LK3BbQCIiopi2fOHH36QL9cCAGil4ODgGTNmqLoKrtCrsti1utVTSEjIxIkTJXSwsbE5f/68o6OjggPl5eU9fvxYQgcHBwcjI55u4AM80KZDy83NTWoA0BNcB6z0ADB16lRmo6GhIf0VVe5A2oTbvyMXLlxg2VPpRwMAAIDiTpw4IXmKZmdnRy92SlnbJDExsaioSEIHnP+jTbTs0KIAsHfvXqndlH4ZQEREhNjrj319ffF2mQQcBoDnz5+/fv2aZecePXpwVwkAAIAcbt++PXjw4G/fvpXVwdLSUllTNHLnzh3JHXAFsNbQvkOL5WUAf//9N33XyjovPz8/f86cOcx2CwuLxYsXK2UIbcVhAIiNjWXZs2HDhnXr1uWuEgAAAFnl5OQMGjRIwvqJxsbGkZGRSlzXnCaFkjvgHQDtoJWHFs3lqlWrlpGRIblbXl4epZFWrVopOJzQmjVrUlJSmO3z58+3srJSyhDaisMA8M8//7Dsibv/AgCAuvH19X369KmEDhs2bOjYsaMSR5Q6S8M7ANpBWw8tV1fXo0ePSu0WFxenlACQlpYWFBTEbLe3t/fz81N8+9qNwwAQHx/PsmeLFi24KwMAAEBWe/bs2b9/v4QOHh4eNI1T4ojfvn27d++ehA5VqlSpWbOmEkcEldDiQ8vNzY1NALh69aq/v7/iw82dOzc3N5fZvnr1aqwrIxVXAaC4uDgxMZFlZwQAAABQH48ePZI8QalatequXbuUO+jDhw8lL5yN83+0gHYfWiwvA6AAoPhYt2/fFnur2U6dOvXt21fx7Ws9rgLA69ev2dx3WsjZ2ZmjMgAAAGQ1efLkvLw8CR1WrlxZrVo15Q6KK4B1gXYfWi1btixfvrzkb5CkpKQkJyfb2dkpMtbUqVOZ6xoZGBiwuSEx6HEXACTfb0JU7dq1q1SpwlEZAAAaapqAqqvQRadPn46JiZHQoUWLFqNHj1b6uLgAQOtp/aFlaGjo4uJy8eJFqT3j4uK8vb3lHujYsWOXLl1itvv4+OB/yixxFQDY3AxCqGHDhhzVAAAAIJNv375Nnz5dcp/g4GB9fX2lD40lgLSbjhxabm5uXAeAr1+/zpw5k9leoUKF5cuXy7dNHcRVABC7KpNYtWrV4qgGAAAAmWzduvXhw4cSOri6unbu3JmLoRMSEiQ8SvNCBACNpiOHFg+XAWzevFnsGkoBAQE2NjZyb1bXcBUAUlNTWfZEAAAAAHWQk5Mj9eZBYu86pLjXr19/+PBBQof69euXL1+ei6GBB7pzaLVr187Q0FDCDc6EEhMTc3NzK1SoIOv26XtZunQps93Ozg7nTMqEqwCQlpbGsicWNQMAAHUQEhIieark5OTUs2dPLobG+T/aTXcOLXNz8++++07qoJQQbty40aVLF1m3v3DhwqysLGZ7YGCgqamprFvTZVwFAMkHuii8AwAAACpXWFi4fv16yX3Gjh3L0ehquATQli1bVHg3JQMDA66H2LRp08SJE7keRU/3Di03NzepAUBPcBmArAHg0aNHO3bsYLa7uLgMHjxYpk0BVwFAbD4Tq0aNGhzVAAAAwNLx48clX71mbGw8fPhwjkbHOwBaTNcOLQoAFK6kdpPjMoBp06ZRmmK2S81XwMRVAPj48SPLnnKcAQYAAKBcUu++5OHhYWlpydHoWANUi+naocXyOuDr168XFxezX/Xo/Pnzp0+fZrYPHjzYxcVFhvpAgKsA8OXLF5Y9zczMOKoBAACAjdTU1HPnzknu06dPH45Gz8zMTE5OltCBXigbNGjA0ejAKR08tGrUqFGvXr0XL15I7vbx48d79+6xfP+hqKho6tSpzHZTU9PAwEB5qtR5XAWAr1+/suyJAAAAAKp15MgR5l1FRRkaGvbq1Yuj0aX+j9bJyYmL5eGBB7p5aLm5uUkNAHqCs4BYBoBdu3ZRWmC2T5s2TcE7CussBAAAANB1f/zxh+QO7dq106aTNIA3unloUQAIDw+X2i0uLs7X11dqt+zs7AULFjDbbWxsAgIC5KkPuAsAlGjFXqjBhGWbAABAhT58+CD1ekSO7tAkpIZLAIFS6Oyhpdzbga1YsSIjI4PZvnz5clxHKjeuAkD58uU/ffrEqgIjrmoAAACQ6sKFC5JP0iAdOnTgrgAsAaStdPbQatKkiZWV1fv37yV3e/78+du3b6tXry6hz6tXr8Qu8uPs7Dxy5EgFatR1qg8AX758wZsAAACgKjRLk9zBwMCgXbt2HI3++fPnR48eSe6jkncAJgpwPUpZ6/1LnTdrBF0+tNq3bx8VFSW129WrV728vCR0mDVrlth1ZdatW4cLYxTBYQBg2RMBAAAAVCguLk5yB3t7e3Nzc45Gv3v37rdv3yR0qFGjhpWVFUejA6d0+dByc3NjEwDoRyQhAFA8OHToELO9b9++nTp1Uqg+ncdVAKhWrdrz58/Z9MzNzbWwsOCoDAAAAAny8vIePnwouY+TkxN3BeD8H22l44cWy8sAJGcksUt/Ghsbr169Ws6y4L+4CgB16tS5fv06m55v3761tbXlqAwAAAAJ7ty5I/m/pKRp06bcFYAlgLSVjh9a33//vamp6efPnyV3oyK/fPliYmLCfGjfvn1///03s33SpEn29vbKqVKHcRUA6taty7Jneno6RzUAAABIlpSUJLVP/fr1uSsASwBpKx0/tMqVK9e6devLly9L7lZQUHDz5k3m2wWUHGbPns3sb2VlNX/+fKVVqcO4CgD16tVj2TMlJYWjGgAAACR7+vSp1D7cvU1dVFSUmJgouQ9OAdJQOLRoWi81AOgJTvRnBoA1a9aIvYfx4sWLcd64UnAVANjHSqlnyAEA6KDg4OAZM2aougqudO/ePTo6WtVV/I9nz55J7cPdLO3Ro0f5+fkSOhgZGTk6OnI0OnAKh5bclwGkp6cHBQUxezZp0oTNjcOADa4CQIsWLcqVK8fmfsAPHjzgqAaOdO3a9eLFi8LPnZ2db926pdp6AABAbmxOQ7W2tuZodKknaTRq1IheTDkaHTiFQ6t9+/YGBgZSV3Rl3g5s7ty5OTk5zJ7BwcGGhoZKq0+3cRUATExMaHJ88+ZNqT3v3r3LUQ1cePPmzaVLl0q+pJyjwmIAAEBBYu8wWoqZmRlHo+MKYC2GQ8vCwsLJyUnqNO/9+/ePHz+mQCL8MiEhITQ0lNmte/fuPXr0UH6VuorDu/C6urqyCQA0pX758iX7i4ZVa//+/aJZFgEAAECjSb1ZKeHuZjW4AliL4dDSE5wFxOb/vHFxcSUBYMqUKcw3DQwNDYODg5Vfnw7jMAB4enqKvXszU2xsrKYEgN9//130SwQAAACNJnWZQj3BuuMcjY6bAGgxHFp6ggCwbds2qd2uXr06atQo+uT48eN//fUXs8P48eNxMYxycRgAOnXqVLVq1X///Vdqz5iYmBEjRnBXibIkJSWJRmp9ff3mzZurrhwAAFDUly9f2PQRu065glJSUqT+kxjvAGguHFp6Ml4HXFhYOHPmTOajFhYWixcvVnJlOo/DAGBgYNCnT5/du3dL7Xny5MmCggLucrCylPr3f4MGDbi7gzcAAPBA6q2a9AR3rOdilib1JI3KlSvb2dkpfVzgBw4tYicgdkFPUY8ePcrMzAwNDX3y5Anz0Xnz5lWtWpWbAnUXhwGA+Pj4sAkAnz59OnPmTO/evTktRnH79u0T/RLn/wAAaDqafkk9VSM9Pd3S0lLpQ0s9SYPT28QC13BoCbm5ue3fv19yn+Li4qioqKVLlzIfsre39/f356Y0ncZtAKC93qpVq/j4eKk9t27dquYBIC4u7uXLl6ItCAAAwJ1pAqquQvuZmZlJnaXRH38uzj9Wh3VagDs4tITYBABCs/xPnz4x24OCgrASLhe4DQB6gqu5hw0bJrVbTEzMvXv31Pm/HaXO/9HjMgB8+fKFfhp37ty5e/ducnLymzdv0tLScnNz8/Pz6a+Jvr6+kZGRsbFxxYoVLSwsqlatamtrW6NGDfpYs2bNBg0aODg40EMc1SZExVB5CQkJVKewwrdv3+bl5VF5BQUFJiYmpqamFSpUoKqopDp16jRv3tzZ2Zn2L1XOaWEgN+xT0E2WlpaZmZmS+9CfYnd3d6UPrSbrtABHcGgJsbwMQOzsv1OnTl5eXsquCP4H56/cAwcOnD9//osXL6T2XLp06cGDB7muRz6FhYWHDx8u1aj0APD8+fPIyEjKQpcvX5Z88dC3b9+oQ3Z2Ns3SxHagWRrFAPoNb9WqVcuWLelzAwMDxSt89uwZ7aOzZ89ev35dwl3e8gXoD19KSoroUrAUS7p06UJ/7AYMGFC5cmXF6+EN7WuaGbPvT9/jyZMn5Rvr1atX9erVk/VZNB2X+i8fsXR2nwIIUaCVesdW5p1KFZeRkVHqXWUmLAGk0XBoCTVt2pReHbKysmR9Is1b1q1bx0FF8D84DwBGRkarV6/++eefpfakGfakSZM6dOjAdUlyOHPmTKkL6m1tbZV1A7+ioiKagYWEhMTGxhYXFytlm2kCJXcs7tixo9h1tdijZLJp0ybRm6DJgRLLcYHJkyf369dv+vTpzs7OimxQbZ0+fXrbtm0TJkxQdSGSYJ8CkNq1a0vtQ39LP3/+rMQl29++fdu9e3fJffT19REANBoOrZLh2rVrFx0dLesTfXx88ILCHT7eu6dpwQ8//FAyGZWAAsDNmzfVcDkg7s7/odizcOHChw8fMh8yMzOjONS6dWv6BaC/I7Vq1apYsSI1FhQUZAlkZmYmJSXdEkhMTMzPzy9rFAkPSUU7bsaMGTQE8yFLS0uKFlRko0aN7O3tq1atWr58efpDRn/O8vLy3r179+zZs0ePHlGwuXz5smj6pw779u3bv38/HRurVq2qX7++3OXxg2bJjx8/fvJ/SX5vl6bCXbp0ady4saxj1alTJzU19enTp88ESj4RHa5KlSoN/6+SW6iwgX0KUILNqae5ubnHjh3z9vZWyojPnz/v0aMH/WpL7kZ/CrDQnEbDoVXCzc1N1gBQoUKF5cuXc1QP6PETAMimTZtatWoldU3cu3fvTps2jTrzUxVLOTk5J06cKNWoeAB48+bNuHHjmL8SlJUpvvv6+tJHsf8VMBOoUaMGfd6+ffsxY8bQJ5QKzp49S3GCSmWeSCfh1A4JKDbQNHHbtm3M9yW6des2YcIEDw8PQ0ND5hPLC9DcsUmTJtSH9ikVQIVt3bpVNAfSZv/4448zZ84EBQWp+T/LK1Wq9L2AaKPks6ropzd06NDr16/LcYp8DYFS74aJDsfmBpNlVYV9CiCK5b8YN27cqJRZ2pUrV7y8vNj8CuMCAE2HQ6sEy8sARAUEBNjY2HBRDP/olfHkyZNHjhy5ceNGeno6TYbpW6N86OnpOWTIEFXlfJ4CgKOj49q1aydOnCi155YtW1xdXZWVhpXi999/Z/4HXcG3pS5cuDBgwADmKXGdO3fesGGDHO/NGRsbewpQEoiIiFiyZMnr169LHpUjAKSlpbm7uzNPfKf53+bNm3/44QeZtlauXLn+AjQ19PPzEz0tMjc3lw6M2NjY0NBQNXzzRxG3bt1asGDBihUrVF3I/4d9CsDUrl07Opil/pGkMB8dHd2zZ09FxqLAPHXqVPorzaYzAoCmw6FVok2bNvRawLI8PcHdA7RmDbTExMQRI0bQR9HGVwKnTp2aP38+Tdh8fX35L4y/5TsmTJhAs97IyEipPUeOHFm5cuUePXrwUJVkdLDOmzePogvzIUXeAdi7dy/t7MLCQtFGIyOjoKCgX3/9Ve7NCtHv2OjRo4cPH75jxw4K0Hl5eXqyB4CnT5927dqVeecOOoi3bdtmZmYmd3m0W2/fvj127NhDhw6Jth88eDAlJeX06dNcr1/EkbZt29IfcWY77VP6s64OV7ZgnwKIRcdn+/bt2VwMM3ny5I4dO1aoUEGOUbKyssaNG/fHH3+wfwouANB0OLRKmJiYtGrV6tq1ayz7BwYGKvG6CBWiicGPP/4onImJ9e7dO5oex8fHb9++XSmLtbDH6/p9e/bsefLkyd27dyV3o2l3//79jxw5omAgVtCff/5Jv5P3799nPmRhYSHHOi1CERERNFUqdQIGHejHjx//6aef5NsmU7ly5SZNmkR/EYR/emQKABkZGd27d2fOFKdMmRIcHKx4bebm5gcOHKCMFxISItoeFxfn5eUVHR2tiSv+hoWFUSbMzc0t1V5UVEQz7ISEhEqVKqmkMCHsUwAJ+vXrx2aWRil69OjRdKjr6+vLtH16OfP3909PTy9pqV+//vPnzyU/C+8AaAEcWiXc3NxYBgAXF5fBgwdzXQ8PaN5Ps1kJs/8Su3btqlq1Ks/nC/AaAGgOFBMTQweB1IWx8vPzPT09V61apZL3gGjSP2vWrNOnT5fVQe7zf86fPz9mzJhSs3/KfDRTV+Lsv4Sjo6OsAeDbt299+vRhLttKv41KmSmWoLBLs9Jjx46JNlLoonQUGhqqxIH40aBBgzVr1og96/3Vq1cTJ04MDw/nvyoh7FMAyYYOHTpjxgw25yccPnzY1NR09+7dLK/t+eeff+bOnXvu3DnRxsaNG69fv17yf7holIYNG7IZAtQZDq0SNPdbvXo1m55as/RnSEhIWloay8404+3Ro0fHjh05LUkU33fwqV69Oh2vHTp0SE1NldyzqKiIfm0uX768bds24QWvPIiNjaVp3KlTpyQvxynf+T/v3r0bNmwYcy6+ePFijt7rcHJyEn7CPgAsX778xo0bpRrpj8XOnTuVWZkATQqbN29earlimii7u7sPGjRI6cNxzdfXNyoqSmxu/P333z08PFT1TWGfAkhmaWlJeZhlTKXj+f79+/TC1Lp167L60CvImTNnqA/zfiD0q3fx4sULFy5IHsXR0ZHn8wGACzi0Sri6uurr60td69zb27tt27b8lMQ1mhKw70w/mQULFii4YrtMVHALz7p16167do3mQ6UuiRDrxIkTly5dWrp06fjx47m7mjAzM/PgwYOUvOPj49n0ly8AjB07NiMjo1Tj999/TyFejq2xUXKDcZYB4MGDB8uWLWO2b9q0qXz58sqsTKBixYoU9Jk3+ZswYcKPP/5oZWWl9BG5RodQs2bN/v33X+ZD9E3Rn79atWrxXBL2KQAbs2fPpulXUVERm863bt1ycXFp37597969u3TpQr/XVatW/fjxI/2Fv3PnDr2ER0dHp6SkMJ/YpEmTc+fO2djYSD0VFuf/aA0cWkKUhRwcHJKSkiT0MTU1DQwM5K0krtHrr0z9Y2Nj6QBo2bIlR/WUooIAQOiYvnLlyqBBg9isC0uHvr+//6pVq2bNmjVy5Eglrpf04cOHmJiYyMhISmlSlygVJUcAOHv2rNgsyOmap7K+AzBnzpxSlyaTrl27duvWTcmV/VefPn06dOhw+fJl0casrCyKfOvXr+doUO5Ur159x44d/fv3Zz5E35SPj8/58+dlPcVTQdinAGw0atTI19d327Zt7J9yVYB9f5rV0atAlSpV6PN79+5J7owAoDVwaJVwc3OTHACmTp3K5u5pmoImmbI+5dSpU1oeAPQEVw3S8bpy5colS5awmZ6mpqZSDKAM0Ldv3yFDhnTs2FG+pUVof/zzzz/Xr1+nGfmNGzdYhnJRJiYmFLVlekpxcXFAQACzvXv37pT1ZS2APWtraysrq/fv37P5CdOPhXm7Az3BDa04KO1/CU/0KtW4fft2Df1D4OXlNWLEiLCwMOZDFy9eDA4O5vrnKQr7FIC9FStWHD16VPR6SiXy8PA4dOhQycImUmdpWAJIm+DQEqIAIOHUUxsbm9mzZ/NZD9cqVaok6017Lly4MH/+fI7qKUVlAUBPcPHr3LlzPT09fXx8mGuTi5Wfn79fgJ5LKbZdu3aUresJWFpaCu9VZGxsTN1yc3Pz8vKys7OTk5NfCrx48eLWrVtSr46XiqbsYu+UJAFFOrHfIM2HFCxGKicnp9jYWDZXIG3evJnZaGdnJ/Wm4gqiP162trZv3rwRbaSCt23bRvmQ06E5smnTpkuXLr169Yr50Lx583766afmzZvzUwn2KQB7FhYWBw4c6Nq167dv35S4WX19/YCAgGXLlpW8+5eTkyN6nxax8A6ANsGhJST5dmD0jci3EKraatCggawBgLlYH3dUGQCE6Fi8efPm1q1bly9f/u7dO5bPKioquiPAZWn/h5WVVf/+/b29vTt16iTrc8W+91ezZk0uVv4pheUFJR8/fjx8+DCzfcCAAUouSBz6wTJPhdq7d++SJUs0cfnIihUrhoaGdunShfn+Ek2Chw4dGh8fb2JiwnUZ2KcAsurYsSO9GCnxpjw08wsLC/P09BRtlPo/Wj3B5WGuAu3bt2/evDkuCNZ0OLRIvXr1mP8bEqJKRo0axVsl/KDXQeYKHJKxnwYrTvUBQE9wDyx/f//Ro0cHBwevW7fu06dPqq7ofzVq1Eh4h136bZH1H/9ClOfOnj3LbP/5558Vrk5pjh8/zrzbMXF3d+dh9F69ejEnixkZGTExMfQQDwUoHf2tnzp16po1a5gPPXjwYObMmRs2bOC6BuxTADmMGzeusLDQz89PjhNES+nSpcuuXbvq1q1bql3qZZp6gheOAwJ6gjNmXVxc6DWoe/fu7dq1U7AqUBUcWnqCtYDE/meK5n48XyDHgwkTJmzZskXs6QBl+fz5M3f1lKIWAUCIDsSFCxdOnz49IiJi27ZtbNYI4oi1tXXnzp3pF+zHH3+0t7dXcGsnTpwQ+9vu4eGh4JaVSOzV2BTM+FmNi/7uGBgYMH9KJ0+e1NzJ4rJlyyj4if1zvHnzZvq+uLsMVwj7FEA+9LJNU6thw4ZlZmbKtwULC4tVq1aNHz9e7KNs/k0rKicn54LAs2fPEAA0Gg4tNzc3ZgDo06cPTbp4GJ1nFSpUOHbsGH1rHz9+ZPkUMzMzTksSpUYBQIh+Xr4C169fP3ToUFRUlNS7himOZipNmjShHNxWoGnTpkrcOHOxXmJoaKg+K90WFxeXupmIkJOTExcrRTJVrFjRwcGBuWCWhHuxqT9jY2OKsq1bt2ZegEE/8FGjRlE2sLS05Gh07FMARfTs2ZOO3smTJ9PLkExPpNfvSZMmBQQECJdkEUvWWVoJ5b42gUro+KHFvAygXLlyLG8QpomaN29+8+ZNHx8flndBlrBzlU7tAkAJ4Vx87dq1SUlJNGmgn118fLxM76RIYG1tTTP+ZiKUuLqoqMLCQrG3AadjQn0udnny5InYxapKbiPAA5qYMieLycnJqampNWvW5K0M5aLjaunSpbNmzWI+lJaWNnbs2MjISI6Gxj4FUFD16tUPHDhA8601a9YcPXpU7Al1ourXrz9y5Ej6vbaxsZHcU+5ZWsnKzqDRdPnQoslPxYoVs7OzS1oo1TRo0ICf0VWCvrvLly/TbHbJkiU5OTmSO/P54qi+AaBEEwHh5zSnuXXrFk1uaBqRkpJCH9++fZuXl5f/X3qCZTqFKC5bWlrSXL9atWr00dbWtl69evSLZG9vz9vk+/79+2LP6FKrf+SUdS21rKudKqKssWh3a/Rkcfr06adOnYqNjWU+dOzYsd27d48ZM4aLcbFPAZTC2dk5IiKC5ivnzp2jX+TExMRnz57RKxH9Ya9UqVLVqlUbN27s6uraqVMn9m/q0ssWpzVrFsVPiNdQunloGRgY0LdT8ga1lZXVggULVFsSD+i7psnAsGHD6OO+ffsk9OQzC2lAABBFE/ofBVRdCFu3b98W296oUSOeK5GgrMst7OzseKuhrOXh6QdYapUDzaKvrx8aGtq8eXOxl7ZPmTKlc+fOil9nwoR9CqBEFStW7Ceg6kJA2+jgoeXm5lYSABYtWmRhYaHaenhjY2NDka9jx44TJkwoLi4W24diIW/1aFgA0DhlvR+nVm94vXz5Umx7rVq1eKuhrInpixcveKuBI3Xq1NmwYYPYBc5ycnKGDRt25coV+RaYkgD7FAAA1NB8AVVXoTLjx49//Pjx2rVrxT7K59WhCADcKuuWHFLP5OOT2EV5SbVq1XiroayxUlNTeauBOz4+PidOnDh69CjzoRs3bixdunTRokXKHRH7FAAAQA1NmjRJbAAwNzdv06YNb2UgAHCrrLmOtbU1z5VIUNZksXLlyrzVUNZYWjNZDAkJuXr1qtgTNJcvX96jRw/l5n7sUwAAADVka2srtt3Dw0PppwNIgADArbS0NLHtVlZWPFciQVZWlth2Ps/MK2uyWFZtGof2+O7du8Xe/OHbt2/Dhg1LSEhQ4rXp2KcAAABqqKxrtYcMGcJnGQgA3CprySc+7/UgVVl3njMxMeGthrLGkro+mgZxd3cfP358SEgI86Hnz5/7+/tTQlDWWNinAAAAaoi5QLaeYLFXmiTwWQYCALfKmusYGxvzXIkEZRVZrlw53mooaywtmyyuXbv2zz//fPr0KfOhvXv3enh4eHl5KWUg7FMAAAA1dPz4cWbjjBkzDAwM+CwDAYBbZf0jVq0CQGFhodh2Po/Fss57+/r1K2818KB8+fLh4eFubm7fvn1jPjp+/Ph27dop5QJx7FMAAAB1k5GRERERUarRyclp7NixPFeCAMAtfX19se3FxcVlPcQ/ExMTsUGFJpFGRjwdIWVNCk1NTfkpgDcuLi6zZ89etmwZ86H379+PHDnyzJkzio+CfQoAAKBuZs6cWerkcAMDg61bt/J5+a8QAgC3zMzMRG95XYImZ+XLl+e/HrGoSLWdLKrVxRLKsmDBgujo6Pj4eOZDMTExGzdu9Pf3V3AI7FMAAAC1smXLlrCwsFKNFAk6dOjAfzEIANwqKwB8+fJFrQJAZmYmsz0vL4+3f9bSWGLbtXKySFPw8PDwVq1aiT0bPiAgoGvXrk5OTooMgX0KAACgPrZu3frrr7+WauzevfvSpUtVUQ4CAMesrKwyMjKY7R8+fKhSpQr/9YhlbW0tdtn4rKwsS0tLfmooa2lItbphghI5ODgEBgZOnjyZ+dDnz5+HDh168+ZNRS7YxT4FAABQB7m5udOnT9+xY0ep9pYtWx46dIj/k3+EEAC4Vbt27aSkJGZ7enq6vb09//WIVatWrYSEBGa72H8hc6Sssag23mrgmZ+fX1RU1Pnz55kPJSYmzpkzZ/Xq1XJvHPsUAABA5SIjI3/99deUlJRS7W3atDl79mzFihVVUpUeAgDXKACIbS/rBmEqUbNmTbHtfBZZ1lhl1aYdfvvtt2bNmomdKK9du9bd3f2HH36Qb8vYpwAAAKpSVFR06NChwMDAxMRE5qN9+/YNDw9X4t0/5YAAwC1HR0ex7Y8fP+a5EgkaNWoktj01NZW3GpKTk8W2l1WbdrC1td26devgwYOZDxUXF/v4+NAfjrLupysZ9ikAAAD/6IU7LCxs37596enpzEcNDQ0XLFgwf/58/gsrBQGAW61btxbbLvY+cKrSokULse0vX77krYayxmrZsiVvNajEoEGDTpw4sX//fuZDKSkpv/zyy4EDB+TYrEbv0/z8/Nu3b9+8eZM+Pn/+/PXr1x8/fszLy9PX168kYGdnR98gbcfT09PCwkL5pQMAAMjF2dm5rIcaNmxI2cDFxYXHcsqEAMAtmqMYGRkx78p069YtldQjVlmTRbFXL3BEbCKiCV9ZtWmTLVu2xMbGiv3f/KFDh3r16jV8+HBZt6m5+7R58+b0RLE3SiP/ClAquHTpkp7glgJ9+/ZduHBh48aNlVIzAACA0lWoUGHu3LlTp05Vn/vAIgBwiyYoHTt2/PPPP0u1P3z4MCMjo1q1aiqpqpTKlSs3a9bs7t27pdrv3bvHWw33799nNlKMVuH1Mbyhn/9vv/3WrVu34uJi5qN+fn50CNWpU0fWbWroPhWtmX59KP/QT8bFxaVWrVqVKlXKysp6/fr15cuXQ0JCKMx8/vz5wIEDR48epQwQEBCg/O8BAABAAfSSN2HCBJr6q8mUrwQCAOf69u3LDACEGr29vfmvRyx3d3fmZPH58+fv3r3jYdHGN2/e0KyO2U6TP66HVhNdu3alif7GjRuZD3369Gn48OHCf3jLRNP36aJFiyZPnlzqDJ+qAi1btvT39w8MDJw7d66e4K4ac+bMef/+vSLrJgEAAChR06ZNx40bN2LECPU8VRUBgHP9+/en5Mc8C+jw4cPqEwA8PT1XrVrFbL98+XK/fv24Hv3KlSti2z08PLgeWn3Qz//cuXNiT9Ghn8/KlStl3aBG79MaNWosWLBAQgd9ff3Zs2dnZ2dTDBC2BAcH019bHx8fWUsFAABQFgcHBy8vL5r7qflFjAgAnKOpTN++fY8cOVKqPTo6+tOnT5UqVeK6gJ9++unChQsGBgbMEFKiffv2jRo1Yq5NdOLECR4mi8ePH2c2Ojo6tmnThuuh1YeJiUlERETbtm2/fv3KfHTx4sWyblCj92mrVq3YdKMfS2hoaMl6owEBAfQ319zcnH2dAAAASqRWq7xIgADAh8mTJzMDwOfPn0NCQqZPn8716Hfu3KGPUm8rO378eGYxNI0rKCjg9JoV+jmcPHmS2e7r68vdoOqpRYsWCxcunDdvHvMhsalAKs3dpywDAB3VPj4+JW8CvH37NjIycsSIESxHAQAA0E0IAHxwdXXt0aPHmTNnSrVv3LjR39+f06lYSkrK+/fv9VgEgDFjxixfvrzUTak+fvy4b9++kSNHcldheHh4dnZ2qUZLS0tOB1VbAQEBp06dunbtmlK2prn79Pvvv2fZs1OnTiUBgERFRSEAAAAASIYAwJPg4OBz586VWtyQZufr1q2bNWsWd+MK//2vxyIAWFhY0OyTWczatWt9fHz09fW5KK+oqIi2z2yfM2eOLqz/w2RgYECz5+bNm+fm5iq+Nc3dpyzfAdATXGUl+iXzumcAAAAoBQGAJ02aNJk9e/ayZctKtS9fvtzb21vWRR7ZKwkARkbS97W/v/+OHTueP38u2njv3r29e/eOHj2ai/K2b9/+6NGjUo329vYTJ07kYjiNUL9+fZpAK+sMKI3bp5QfZBquSpUqol++fftWpqcDAADoIAQA/ixcuPD8+fPXr18XbczJyaEAcPnyZTYTdDmwfwdAT3AdamhoaKdOnUpNwii6uLu729jYKLe25ORk5t2wDQ0Nw8LCqBLljqVZxo0bFxUVJfY0ellp/T4ttdn8/HwuRgEAANAmCAD8oWnQkSNH2rdvX2p99Bs3bowZM4ZmaVwMevv2beEnbAKAnuByhXnz5i1ZskS08d27d4MHD6b0Qt+CsgorKCgYOHBgqdPTCU0f27Vrx2YLb968oTpPnz799u3batWq9erVa+7cuXZ2dsqqULV27drVrFkz+skrvikN2qdyKHWxQak3BAAAAIAJAYBXtra2MTExbm5u//77r2h7eHi4sbHx9u3blTgb0xPMjV6+fCn8nGUA0BPcgImeFRYWJtp46dKlQYMGHTx4UCkV0kyxX79+lHxKtfv4+Ehe/b0EVUhzypLzPVJTU0NCQg4fPnzmzJnWrVsrXqHKUaSh78jLy0spW9OIfSqfnJwc0S/V7VaLAAAAaggBgG+NGjWKi4vr2bNnqdOyd+/e/eLFi3379ilrBnP//v2xY8cWFxcLv2QfAPQE/37+/PnzoUOHRBsjIyPd3d2pQisrK0UKS09P9/b2jo2NLdVOk1Eal+VG5s2bxzzbOzMzs3///g8ePNCOleD79OkzcuTI3377TSlbU/99Kp9nz56Jfsn+6mEAAACdhQCgAg0bNrx+/TpNmP7880/RdvqySZMmQUFBNO1T5J+yd+/eXbt2bUREhOiiQzJdY0CdDxw4YGdnFxwcLNp+7tw5Z2dn2viAAQPkq42qmj59ekZGRqn2GTNmiL1tbVmoErHtKSkpO3funDJlinzlqZuNGzf+9ddfJW/jKEL996l8St1yxdXVlesRAQAANB0CgGpUrVr1/PnzNL2bPXu26GWLmZmZ48aNW7FixeTJkykhyPRuwLNnz6Kiog4fPix2FXmZ3gEQWr16dYcOHcaPHy86t0tNTR00aBDNF/38/H7++WeWNzH4/PnzwYMHN23adOvWrVIPVa9ePSQkxNPTU6basrKyynro+PHjWhMAzM3Nw8LCOnfuLOvaOGVR530qH9Gr6k1MTPr378/DoAAAABoNAUCV/P39ab6yYMECmuSJ/rf+xYsXv/7667Rp01xcXNzc3Fq1alW/fv3atWtXqFDBzMzs69evNPf6+PFjWlpacnLygwcPEhMTadL/5s0bCWPJEQBI7969XV1dqcJdu3aJ3oz2hsCECRNoNtmpU6cmTZrY29tbW1tThaamplRebm4uTTGfPn2alJT0119/XblyhbmwPZVEaWfx4sVynH9CP41S536UuH//vqxbk4q+oydPnjz+v0Q7UKJr2LBhgwYNRD8q5YJUOgCmT58eFBSk+KaE1HafyqG4uDg6Orrky379+lWuXJmHcQEAADQaAoCK1axZc/fu3QEBAVu2bAkNDaVpfclDFAmuCig4hL6+vqOjI82N5Hs6zeSoNkojwcHBv//++6dPn0oeys7OPi0g6zYtLCyGDh1K26xXr558VVFA8vPzE/uQ6M9QWdq3b1+yoKpYHz58EE6gRRtTUlJsbW0VH33p0qVnz55NSEhQfFNC6rlP5XDu3LmS6+kNDQ05vdoYAABAayAAqIWGDRuuX79+5cqVp06dioqKio6OLrVMkKwoVzRv3rxly5Zt2rShyaulpaWCFdavX5+mjGvWrImMjKQKaeLFXO1RKiqjW7duHh4eXl5eZmZmitQzceLEx48fb9q0iflQpUqVFNmyWCXXUvPwLKZy5cpFRER8//33X758UcoGhdRtn8pB9HqGcePGNW7cmOcCAAAANBECgBqh+dPPAvT506dP4+Pj79y58/Lly+Tk5NTU1JycnPz8/M+fPxsZGZkJmJqa0kcLC4vq1avb2NjUrl27bt26DRo0cHBwqFixIkcVDhUoKiq6f//+7du3ExISXrx4kZKSkpaWlpubSxUWFBSYmJhQbebm5jVq1KhVq1a9evUojbRo0cLR0dHAwEBZxWzYsIGmnn5+fqWukeXi5JOS2ymoipOTE0e3uFKrfSqT2NjYkmvBqR4lniUFAACg3RAA1FQDgUGDBqm6EPFoztdMQLVl9OrVq1OnTh4eHqILUDZt2lSFJWkuNdmnLBUWFv7nP/8Rfm5sbBwREaEda78CAADwAAEANJtwnZy6deuWtLRt21Z15QBPpk+fXrIAaEhICHd3GgYAANA+CACg8aytrUW/9PDwUFUlwI99+/Zt3LhR+PmSJUtGjBih2noAAAA0CwIAaLykpKSSz11dXZs0aaLCYoBr586dGz16tPDz2bNnz5s3T7X1AAAAaBwEANB4v/32W8nnc+bMUV0hwLkrV67069evoKBAT7Cvly1bpuqKAAAANA8CAGi2a9eu7dixQ/j5wIEDe/bsqdp6gDsXL1709PTMy8ujzwMDA2fOnKnqigAAADQSAgBosLi4uL59+wpvZ+vg4LB161ZVVwRcOX369IABA/Lz8w0NDbdv3z5mzBhVVwQAAKCpEABAI338+HHZsmUbNmwoLCykL+3s7GJiYhS/3xmop/DwcJrx074uX778gQMHcJ03AACAIhAAQMMkJiaGhobu2rUrOztb2OLq6nr48GEbGxvVFgYcWb16dUBAQHFxcbVq1U6cONGmTRtVVwQAAKDZEABAwzg7O5d8bmxsPGXKlKVLlxoZ4UjWQjTp9/PzE57Z5eDgcPr0adEbPgAAAIB8MG0CjWRgYODt7b18+fI6deqouhbgRH5+/pAhQ44fP06fd+zY8dixY5UrV1Z1UQAAANoAAQA0TLNmzYYPHz506NAaNWqouhbgyr///uvp6Xnjxg36fPDgwXv37jU2NlZ1UQAAAFoCAQA0TEJCgqpLAG49f/68R48eT58+pc8DAgJWrFih6ooAAAC0CgIAAKiRW7duubu7Z2Rk6Ovrr1+/3s/PT9UVAQAAaBsEAABQF+fPn+/Xr19OTo6xsXFYWNjAgQNVXREAAIAWQgAAAHXRq1cv4W3dCgoKvAXk205RUZFS6wIAANAqCAAAoC6Es38AAADgFAIAAAAAAIAOQQAAAAAAANAhCAAAoC5w7j4AAAAPEAAAAAAAAHQIAgAAAAAAgA5BAAAAAAAA0CEIAAAAAAAAOgQBAAAAAABAhyAAAAAAAADoEAQAAAAAAAAdggAAAAAAAKBDEAAAAAAAAHQIAgAAAAAAgA5BAAAAAAAA0CEIAAAAAAAAOgQBAAAAAABAhyAAAAAAAADoEAQAAAAAAAAdggAAAAAAAKBDEAAAAAAAAHQIAgAAAAAAgA5BAAAAAAAA0CEIAAAAAAAAOgQBAAAAAABAhyAAAAAAAADoEAQAAAAAAAAdggAAAAAAAKBDEAAAAAAAAHQIAgAAAAAAgA5BAAAAAAAA0CEIAAAAAAAAOuT/AR5pPc/2ioe0AAAAAElFTkSuQmCC)
(3)
мұндағы V — мәні 10-30 км/с аралығында өзгере беретін, жүк тиелген машина жылдамдығы;
а,
в — эмпириялық коэффициенттер:
![](data:image/png;base64,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)
үшін
а = 60,36;
в = 36,29
![](data:image/png;base64,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)
үшін
a = 16,16;
в = 14,0
(3) теңдеу бойынша жолдың әртүрлі бөліктері үшін алынған тәуелділік графиктерін саралау көрсеткендей, СО мен NO2 мөлшерлерінің өзгерістері түзу
сызықты болғандықтан, жүкпен жүрген ӨЖЖ-ң жылдамдығының артуы, оның қозғағышына түсірілетін жүктеменің артуымен пapапap деген қорытындыға келуге болады.
Қорыта келгенде, дизельді ӨЖЖ-дың кеніш ортасын және кәшек ауасын зияндауын азайту үшін, ең маңызды әдістердің бірі жүргізушінің тәжірибелілігін арттыру арқылы қозғағыштың оңтайлы жұмыс режимдерін дұрыс пайдалану болып табылады. Сондықтан, ӨЖЖ жүргізушілерін оқытып дайындау және оларды жұмыс орындарында машықтандыру кезінде (стажировка) бұл мәселелерге мол көңіл бөліп, ал машинамен жұмысқа шығар алдында қажетті режимдері белгіленіп, алдын ала жасалынған нұсқамалар жүргізілуі қажет.