توضیحاتی جامع در خصوص اکتان افزا
توضیحاتی جامع در خصوص اکتان افزا
در تعریف علمی، عدد اکتان مقیاسی است برای نشان دادن مقاومت سوخت بنزین و یا دیگر سوخت ها در مقابل عوامل ترمودینامیکی مانند گرما ، فشار و شروع احتراق خود به خود و بدون حضور جرقه، در تعریف آزمایشگاهی، عدد اکتان بنزین عبارت است از درصد ایزو اکتان درمخلوط با نرمال هپتان که دارای خاصیت ضد کوبشی برابر با یک بنزین مورد آزمایش در شرایط آزمون استاندارد باشد. به زبان ساده تر هر چه عدد اکتان یک سوخت بیشتر باشد آن سوخت در مقابل پدیده احتراق مخرب فشار و گرما نیز مقاوم تر است. عدد اکتان در واقع مشخص میکند که سوخت تا چه میزان توانایی متراکم شدن قبل از احتراق خودبه خودی را داراست. ماده هیدروکربنی هپتان نرمال که از نفت خام و برش نفتا استحصال می شود دارای خاصیت متراکم شدن بسیار ضعیفی است و در مقابل ماده هیدروکربنی ایزواکتان نیز قابلیت متراکم شدن بسیار بالایی دارد پس، اگر بنزینی دارای مقادیر بسیار بالایی از اکتان یا همان ایزو اکتان باشد، بنزین بسیار خوبی از نظر مقاومت در برابر خود سوزی محسوب میشود.
TEL در بنزین
بنزین استخراج شده از نفت خام درجه اکتان 60 داشته لذا مستقیما نمی توان مورد استفاده قرار داد و عدد اکتان آن بایستی بین 78 (بنزین معمولی) تا 93 (بنزین سوپر) باشد. اوایل موتور ماشین ها با صدا و با راندمان پایین کار می کردند و بنزین مورد استفاده باعث ایجاد ضربه و نهایتا صدمه به موتورها می شد. در سال 1920 میلادی با کشف تترا اتیل سرب (TEL) و مخلوط آن با بنزین ضمن کاهش ضربه، راندمان موتورها نیز افزایش یافت و این امکان را به صنعت هواپیما و خودرو سازی داد تا بتواند موتورهایی کوچک با قدرت بالا و اقتصادی تر تولید کنند بدون آنکه در راندمان و درجه آرام سوزی موتور اختلالی ایجاد گردد.
چگونه سرب درجه اکتان را افزایش می دهد
در سال 1992 کشف گردید که اگر تترا اتیل سرب به سوخت اضافه گردد ذرات سرب و اکسید سرب PbO در موقع احتراق تولید شده و با افزایش درجه اکتان باعث می شود تا بنزین آرام و نرم بسوزد و از ایجاد ضربه جلوگیری گردد. با اضافه نمودن 1-2 دی برمو اتان (1,2-dibromoethane) به بنزین، سرب به صورت بخارات برمید سرب (PbBr) از طریق اگزوز از محفظه خارج می شود و بدین طریق سرب که یک عنصر سمی می باشد وارد هوا می شود.
در تترا اتیل سرب یک اتم سرب به صورت کوئوردیناسیون چهار وجهی توسط 4 گروه اتیل احاطه شده است. پیوند C-Pb بسیار ضعیف بوده و در اثر حرارت سریعا شکسته شده و باعث ایجاد سرب و رادیکال های C2H5 می شود و فرآیند احتراق با واکنش های رادیکالی ادامه می یابد.
مشکل چیست؟
در استفاده از تترا اتیل سرب دو مشکل اساسی و مهم دیده شده است:
1- سرب خارج شده از اگزوز در محیط زیست را به خطر می اندازد. مطالعات انجام شده نشان می دهد بهره هوشی بچه هایی که در منازل کنار بزرگ راه ها زندگی می کنند بدلیل بالا بودن مقدار سرب، پایین می باشد. سیستم اعصاب و سیستم خون و کلیه ها بیشتر در معرض خطر آلودگی سرب قرار دارند.
2- گاز خروجی از اگزوز شامل گازهای خطرناک مونواکسید کربن CO و مونواکسیدنیتروژن NO می باشد و می توان در بنزین بدون سرب به روش تبدیل کننده کاتالیستی گازهای مذکور را حذف نمود. ولیکن روش تبدیل کاتالیستی در بنزین سرب دار بدلیل اینکه سرب سم کاتالیست می باشد، امکان پذیر نیست.
مواد جایگزین TEL
مخلوط کردن ترکیبات اکسیژن دار (Oxygenates) مانند الکل ها و اترها به بنزین موتور از ابتدای سال 1970 آغاز گردید. در سال 1990 آژانس حفاظت محیط زیست در آمریکا (Environment Protection Agency)EPA قوانینی را صادر نمود که طبق آن طرح بنزین فرموله (RFG) بمنظور کاهش اساسی در نشر ترکیبات آلی فرار و آلاینده های سمی هوا ارائه گردید. این قوانین متعاقبا طی بحث و تبادل نظر با صنایع، سازمان های ایالتی فدرال، محیط زیست و گروه های مصرف کننده، توسعه یافت و موجب فرموله شدن بنزینی گردید که علاوه بر بهسوزی، دارای ویژگی های عمملی بنزین معمولی است. بنزین فرموله فاقد هرگونه تاثیرات مضر در عملکرد خودروها، دوام موتور و ترکیبات سیستم سوخت می باشد، در واقع بنزین اکسیژن دار با استانداردهای جدید است.
بنزین فرموله در موارد زیر با بنزین معمولی متفاوت است:
- بنزین فرموله شده دارای میزان پایین تری از ترکیبات آلوده کننده هوا است.
- قابلیت تبخیر بنزین فرموله از بنزین معمولی کمتر است.
- بنزین فرموله دارای ترکیبات اکسیژن دار است.
بنزین از ترکیبات هیدروکربنی متفاوتی مانند آروماتیک ها ، اولفین ها و بنزن تشکیل شده است که کلیه این ترکیبات موجب آلودگی هوا می گردند اما بدلیل پایین تر بودن میزان این ترکیبات در بنزین فرموله، انتشار آلاینده های مضر نیز کمتر خواهد بود. بطور خلاصه می توان گفت ارائه بنزین فرموله (RFG) منجر به سازگاری بهتر بنزین می گردد که علاوه بر سوختن بهتر و کاهش میزان تبخیر آن شامل ناخالصی های کمتری نیز می باشد و برای حفظ سلامت انسان و محیط زیست مفید خواهد بود.
ترکیبات اکسیژن دار OXYGENATES
متیل تر شری بوتیل اتر MTBE
MTBE هیدروکربنی با فرمول گسترده فوق به عنوان ماده افزودنی بنزین جایگزین سرب جهت بالا بردن عدد اکتان می باشد. اکسیژن اضافی در MTBE باعث می شود تا در محفظه سوخت واکنش کامل شیمیایی انجام گرفته و از خروج گازهای سمی مونواکسید نیتروژن به محیط زیست جلوگیری می کند.
انواع مواد اکسیژن دار و درصد مخلوط با بنزین:
Maximum ConcentrationApproved dy EPA
|
Blending Research Octane Number
|
Oxygen Content Mass %
|
Stracture
|
Formula
|
Name
|
Volume % Oxygenate
|
Mass % Oxygen
|
10.0
|
3.7
|
129
|
34.73
|
CH3CH2OH
|
C2H6O
|
Ethanol (EtOH)
|
15.0
|
2.74
|
118
|
18.15
|
CH3OC(CH3)3
|
C6H12O
|
Methy tertiary- Butyl Ether (MTBE)
|
17.1
|
2.7
|
119
|
15.66
|
CH3CH2OC(CH3)3
|
C6H14O
|
Ethy tertiary- Butyl Ether (ETBE)
|
G28 16.5
|
2.7
|
112
|
15.66
|
CH3OC(CH3)2CH2-CH3
|
C6H14O
|
Tertiary Amyl Metyl Ether (TAME)
|
تولید MTBE
از واکنش شیمیایی متانول (Methanol) و متیل پروپن (MethylPropane) در مجاورت کاتالیست اسیدی بشرح ذیل MTBE ساخته می شود:
![](data:image/png;base64,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)
مشخصات شیمیایی و فیزیکی MTBE
Molecular Structure:
![](data:image/png;base64,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)
Oxygen Content: 18.2 WT%
Physical State (at normal temperature and pressure): Colourless Liquid
Boiling Point (°C): 55.2
Melting Point (°C): -108.6
Flash Point(°C): -30
Autooignition temperature: 425º C
Flameability limits in are: 1.5- 8.5%
Relative density: 0.7405 g/ml at 20°C
Vapor Pressure (mg Hg, 25°C): 245 mm of Hg at 25°C, 3034 E + 04Pa at 25°C
Color: colourless
H2O Solubility (mg/l ): 42000mg. 1-1 at 25°C (<10% in water, miscible with ethanol and diethyl ether)
مشکلات ایجاده شده توسط MTBE
گرچه MTBE سمی نبوده ولیکن نشت آن از مخازن ذخیره و سر ریز بنزین در جایگاه های مربوطه بدلیل حلالیت بالا باعث نفوذ MTBE از لایه های زمین به آبهای زیرزمینی شده و بو و مزه خیلی قوی آن ( با غلظت 15 ppm) آب ها را آلوده می کند. جدول ذیل درصد حلالیت MTBE را با سایر افزودنی ها مقایسه می کند:
Xylenes
|
Toluene
|
Benzene
|
MTBE
|
ترکیاب
|
0.0175
|
0.867
|
0.18
|
5.1
|
حلالیت g/100ml
|
طبق مقاله چاپ شده در مجله Toxicological Science Journal 1999 در آزمایشات به عمل آمده بر روی 6 داوطلب و 10 موش صحرائی بعد از 48 ساعت MTBE در نمونه های ادرار و خون آنها دیده شده است.
MTBE در آب تجزیه شده و به دلیل قطبی بودن اکسیژن، توسط اتم های هیدروژن جذب شده و ترکیبات آلی الکل ها را به وجود می آورند. پیوند O-C مولکول MTBE یک جفت الکترون به پیوند C-O داده و باعث ایجاد اتصال دوگانه به شکل (CH3)2=CT شده و این باعث تشکیل ترکیبات مضر و سمی هیدروکسی آیزوبوتیل می شود.
مواد جایگزین MTBE
با توجه به تحولات جهانی در زمینه استفاده ¬ بهینه از انرژی و مصرف سوخت¬های جدید و همچنین دستیابی به تکنولوژی جدید، امکان جایگزینی MTBEبا سایر ترکیبات اکسیژن¬دار (Oxygenates) در بسیاری از کشورهای توسعه یافته بررسی و اجرا گردیده است. ترکیبات اکسیژن¬دار اولیه شامل الکل¬ها و اترها هستند مانند اتانول(EtOH)، اتیل ترشری بوتیل اتر (ETBE) و ترشری آمیل اتر ((TAME. این ترکیبات غنی اکسیژن برای بهبود کیفیت هوا در مناطق شهری به بنزین اضافه می گردد.
برخی ویژگی های ترکیبات اکسیژن دار :
TAME
|
ETBE
|
MTBE
|
Ethanol
|
|
CH3OC(CH3)2CH2CH3
|
CH3CH2OC(CH3)3
|
CH3OC(CH3)3
|
CH3CH2OH
|
Chemical formula
|
15.66
|
15.66
|
18.15
|
34.73
|
Oxygen content,
Percent by weight
|
105
|
111
|
110
|
115
|
Octane , (R+M) /2
|
1.5
|
4
|
8
|
18
|
Blending vapor Pressure, RVP
|
اتانول CH3CH2OH
اتانول(اتیل الکل، الکل خالص) یک مایع شفاف و بی¬رنگ از خانواده الکل¬ها است. الکل¬ها گروهی از ترکیبات شیمیایی هستند که مولکول آن¬ها شامل یک گروه هیدروکسیل (-OH) متصل به یک اتم کربن می¬باشد. اتانول می¬تواند تا 10 درصد حجمی و بدون ایجاد تغییرات موثر به بنزین موتورها اضافه گردد. بدلیل درصد وزنی بیشتر اکسیژن در اتانول، افزودن آن به بنزین موجب افزایش شاخص ضد کوبش در سوخت و احتراق بهتر آن می¬گردد. در مقایسه با MTBE، اتانول ایمن¬تر و با محیط سازگارتر است. قابلیت حلالیت الکل¬ها در آب بیشتر است و به دلیل عدم امکان حذف آب مخلوط شده با اتانول طی انتقال در خط لوله، مخلوط کردن آن با بنزین برخلاف MTBE نمیتواند در پالایشگاهها انجام گیرد و اتانول باید در محل انبارها/ مخازن توزیع، به بنزین اضافه گردد.
مشخصات شیمیایی و فیزیکی اتانول
Molecular Structure:
![](data:image/png;base64,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)
Molecular Weight: 46.07 g/mol
Oxygen Content: 34.73 WT%
Physical State: Colourless Liquid
Boiling Point (°C): 78
Melting Point (°C): -114
Flash Point(°C): 13
Specific Gravity ( gr/ml): 0.794
Vapor Pressure (mg Hg, 25°C): 49
H2O Solubility (mg/l ): Miscible
تولید اتانول
مهمترین روش های سنتز اتانول از مواد شیمیایی به شرح زیر می باشد:
1) آبدهی اتیلن: اتیلن در پالایشگاه های نفت تولید میشود و ماده اولیه بسیاری از محصولات شیمیایی است.
2) C2H4 + H2SO4 C2H5OSO3H
3) C2H4 + C2H5OSO3H C2H5OSO2OC2H5
4) C2H5OSO2OC2H5 + 2H2O 2C2H5OH + H2SO4
2) فرآیند Fisher Tropsch: در این روش از مخلوط هیدروژن و مونواکسید کربن (گازهای سنتز یا Cyngas) تحت فشار و در حضور کاتالیست فلزی ، اتانول تولید می شود.
4H2 + 2CO H2O + C2H5O
سایر روش های تولید اتانول
- تولید اتانول از فرآورده¬های قندی: ساده¬ترین روش تولید اتانول تخمیر و تقطیر چغندر قند، نیشکر، ملاس و میوه¬ها است. این فرآورده¬ها شامل مقدار زیادی قند میباشد که به کمک آنزیم های مختلف مخمرهای تولید شده توسط میکروارگانیزم ها مستقیما به الکل تبدیل می شود.
- تولید اتانول از فرآورده¬های نشاسته¬ای: اتانول می تواند از سیب زمینی، گندم و سایر ترکیبات نشاسته¬ای نیز تولید گردد. در این روش نشاسته قبل از مرحله تخمیر ابتدا به قند تبدیل می شود.
- تولید اتانول از مواد سلولزی: مواد سلولزی فراوان¬ترین ترکیبات آلی طبیعی و ارزانترین منبع کربوهیدرات در زمین هستند. ترکیبات سلولزی می توانند طی واکنش با اسید در درجه حرارت و فشارهای متفاوت و یا روش های آنزیمی به ترکیبات قندی شکسته شوند و سپس به صورت محلول و با رشد میکروارگانیزم ها، عمل تخمیر و تبدیل به اتانول انجام پذیرد.
ETBE, CH3CH2OC(CH3)3
- اتیل ترشری بوتیل اتر ترکیبی شیمیایی از خانواده اترها است. اترها گروهی از ترکیبات شیمیایی هستند که مولکول آنها شامل یک گروه اکسیژن (-O) متصل به اتم کربن است. این ماده میتواند تا 17 درصد حجمی با بنزین مخلوط گردد. مانند اتانول ETBE نیز موجب کاهش آلودگی هوا و افزایش عدد اکتان بنزین و کاهش آلاینده¬های خروجی از لوله اگزوز بویژه مونواکسید کربن(CO) میگردد. مزیت دیگر ETBE پایین¬تر بودن فشار بخار آن می باشد که در بررسی های کیفیت هوا از اهمیت ویژه¬ای برخوردار است و سبب مقداری کاهش در قابلیت تبخیر بنزین می گردد.
- ETBE در مقایسه با MTBE دارای ویژگی های مطلوبی در ارتباط با واکنش با خاک، آب و هوا دارد و به مراتب بهتر از MTBE از طبیعت پاک می شود.
مشخصات شیمیایی و فیزیکیETBE
Molecular Structure:
![](data:image/png;base64,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)
Molecular Weight: 102.18 g/mol
Oxygen Content: 15.66 wt%
Physical State: Colourless Liquid
Boiling Point (°C): 67
Melting Point (°C): 94
Flash Point (°C): -19
Specific Gravity (gr/ml): 0.73
Vapor Pressure (mg Hg, 25°C): 152
H2O Solubility (mg/l): 26000
تولید ETBE
ETBE از واکنش مخلوط اتانول و ایزوبوتیلن در حضور حرارت و در مجاورت یک کاتالیست تولید میگردد:
![](data:image/png;base64,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)
از آنجایی که فرآیند شیمیایی اصلی تولید ETBE مانند MTBE است، ETBE نیز میتواند طی واکنش کاتالیستی مشابه با MTBE تولید شود، اگرچه سرعت واکنش تولید ETBE با MTBE متفاوت است اما تغییرات ساده عملیاتی قادر خواهد بود تا خوراک اتانول را در تجهیزات پالایشگاهی مشابه که برای تولید MTBE بکار میرود منطبق نماید.
TAME, CH3OC(CH3)2CH2CH3
ترشری آمیل متیل اتر (TAME) یک مایع شفاف بی¬رنگ قابل اشتعال با ویسکوزیته پایین از خانواده اترها است. این ماده در دهه 1970 بعنوان جایگزین برای TEL معرفی گردید و بعنوان یک ترکیب اکسیژن¬دار و به منظور کاهش انتشار مونواکسید کربن در 30 درصد از بنزینهای آمریکا استفاده میگردید. ویژگیهای این ماده منطبق با استانداردهای کیفیت هوا میباشد. مانند MTBE ، ماده TAME یک اتر نامحلول در آب است بنابراین استفاده از این ماده در مقایسه با سایر ترکیبات اکسیژن¬دار ( مانند الکلها)، مشکلات مربوط به هوای سرد، رطوبت یا جداشدن فازها را نخواهد داشت.
تمایل به تولید ترشری اترها بویژه TAME در سالهای اخیر به دلایل زیر افزایش یافته است:
1) محدود شدن منابع ایزوبوتن بدلیل افزایش تقاضا برای تولید MTBE و ETBE .
2) TAME دارای عدد اکتان 105 میباشد که به عدد اکتان MTBE (109) بسیار نزدیک است ضمن اینکه RVP آن نیز بسیار پایین¬تر از MTBE است. در مقایسه با MTBE ماده TAME دارای اثرات نامطلوب زیست ¬محیطی کمتری نیز میباشد.
مشخصات شیمیایی و فیزیکیTAME
Molecular Structure:
![](data:image/png;base64,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)
Molecular Weight: 102.18 g/mol
Oxygen Content: 15.66 wt%
Physical State: Colorless Liquid
Boiling Point (°C): 86
Melting Point (°C): -80
Flash Point (°C): -11
Specific Gravity ( gr/ml): 0.77
Vapor Pressure (mg Hg, 25°C): 86.3
H2O Solubility (mg/l): 20000
تولید TAME
TAME می¬تواند به سادگی از واکنش اتری شدن ایزوآمیلین¬ها که از واحدهای شکست کاتالیستی بدست می¬آید، تولید شود، TAME عموما از واکنش ایزوپنتان و متانول در مجاورت کاتالیست تعویض یونی اسیدی تولید می¬شود.
TAME
|
ETBE
|
ETHANOL
|
MTBE
|
PROPERTY
|
994-05-08
|
637-92-3
|
64-17-5
|
1634-04-4
|
CAN NO
|
C6H14O
|
C5H14O
|
C2H5OH
|
C5H12O
|
Formula
|
102.18
|
102.18
|
46.07
|
88.15
|
Molecular Weight
|
-80
|
94
|
-114
|
-109
|
Melting Point (C)
|
86
|
67
|
78
|
55.2
|
Boiling Point (C)
|
-11
|
-19
|
13
|
-30
|
Flash Point (C)
|
0.77
|
0.73
|
0.794
|
0.744
|
Specific Gravity
|
20000
|
26000
|
Miscible
|
48000
|
H2O Solubility
|
68.3
|
152
|
49
|
245
|
Vapour Pressure (MgHg,25ºC)
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سایر ترکیبات بالا برنده عدد اکتان
علاوه بر ترکیبات اکسیژن¬دار (الکل¬ها و اتر¬ها)، ترکیبات اورگانومتالیک مانند MMT و فروسین نیز به عنوان بالابرنده عدد اکتان مورد توجه قرار گرفته¬اند. مشکل اصلی در استفاده از این مواد، تجمع رسوب در محفظه سوخت و اختلال در سیستم (On-Board Diagnostic)OBD خودرو می¬باشد که منجر به افزایش آلاینده¬های خروجی اگزوز می¬گردد. در مقایسه با ترکیبات اکسیژن¬دار، ترکیبات اورگانومتالیک دارای اثرات نامطلوب زیست¬محیطی بیشتری هستند.
MMT (Methyl Cyclopentadienyl Manganese Tricarbonyl) CH3C5H4Mn(CO)3
این ماده به عنوان ماده مکمل افزایش¬دهنده عدد اکتان بنزین سرابدار تا سقف mg Mn/l33 در سال 1950 در آمریکا استفاده گردید، MMT از سال 1976 در بنزین کانادا به مصرف می¬رسد و درحال حاضر 80 درصد بنزین این کشور حاوی ماده MMT با غلظت¬های متفاوت است. صنعت اتومبیل کانادا معتقد است که MMT ممکن است بر سیستم¬های OBD خودرو تاثیر گذارد.
استفاده از MMT در بنزین فرموله شده (RFG) از سال 1995 در آمریکا ممنوع گردید، اگرچه مصرف آن به میزان حداکثرmg Mn/l 3/8 در این کشور مجاز می¬باشد.
مشخصات شیمیایی و فیزیکی MMT
Molecular Structure:
![](data:image/png;base64,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)
Molecular Weight: 218.1
Boiling Point (ºC): 231.67ºC
Melting Point (ºC): Liquid
VapourPressure: 0.05 mm Hg at 20º C
Water Solubility: 29 mg/l
مشکلات استفاده از MMT
برخی مطالعات انجام شده، نشانگر تاثیرات نامطلوب زیست ¬محیطی ماده MMT به دلیل اثر سمی انتشار منگنز می¬باشد. منگنز با در بالا از دیرباز به عنوان یک ماده مضر برای سلامتی، شناخته شده است. منگنز به سبب ایجاد تاثیرات نامطلوب بر مغز و ریه¬ها و همچنین ایجاد اختلال در مسایل ژنتیکی و اعصاب و روان می¬گردد.
Plutocen G
ماده افزودنی آلی فلزی با پایه آهن خالص و به صورت پودر قرمز رنگ مایل به نارنجی بوده و به وسیله پروسس الکترولیت در مقیاس زیادی ساخته می¬شود و نهایتا مستقیما به صورت پودر، قرص و یا به صورت محلول در یک حلال به بنزین، جهت افزایش عدد اکتان (ضد کوبش) به نسبت 15 تا 30 میلی¬گرم اضافه می¬شود واین مقدار می¬تواند حدود 2 درجه عدد اکتان را بالا برده و به همراه TEL یا MTBE استفاده شود.
Plutocen G در واقع همان فروسین (Ferrocene) با نام شیمیایی (Dicyclo – pentadienyl iron) که به ترکیب ساندویچی است و از اکسایش آن، کاتیون آبی رنگ فری سینیوم پدید می¬آید. حلال¬های آروماتیک بهترین حلال برای Plutocen G می¬باشد و برای حمل آسان، آن را در حلال¬های آلی حل می¬کنند.
مشخصات شیمیایی و فیزیکی فروسین
Formula: (CH2)5Fe(CH2)5
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHoAAADOCAMAAADG3Oa1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALMw9IgAAAD/dFJOUwABAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmNkZWZnaGlqa2xtbm9wcXJzdHV2d3h5ent8fX5/gIGCg4SFhoeIiYqLjI2Oj5CRkpOUlZaXmJmam5ydnp+goaKjpKWmp6ipqqusra6vsLGys7S1tre4ubq7vL2+v8DBwsPExcbHyMnKy8zNzs/Q0dLT1NXW19jZ2tvc3d7f4OHi4+Tl5ufo6err7O3u7/Dx8vP09fb3+Pn6+/z9/usI2TUAAAAJcEhZcwAAFxEAABcRAcom8z8AABYdSURBVHhe7ZwJXE3p+8Cr26YNSaWFUGnGHrINMYNspbI2EpVlhrGMpUGEiCFhRGSLwdimrEOkwQiVbCFSaEXrrW7d7u0uz+8s791yzt10m8/n/5/vx0zPe86957n3nPd93ud93ue5Wv+hKm3H9EFSc+OyOe3KtDao0ZxYe/0hAPgUMcAQHWguTFy3lUF1Vk4DZMyxZ6CDzQHDZvFznjB/fZdv/mAJ2RfGtEDHNY+e75Uy4MQNa62lZe+fAsLc6J7ojKYZsvcVwLWZnYiGbp81ucD9Z5kd0dIsX4X8A/B4bV/UxB671+EyqPxjSkvU1hTtJp8WQn7ceJmeZbUwiQvvIwbqobYmMOu3rRyYt+a2Qm0xX2/PEsKDYPIZaADd9kuyoOHNhs466IAUet+dqwbunyPNULtpMfZNrIbaI4Opr65jFZAK/MJd3bXRgSZkUGwOQOL3HVDzcwz6hOVD3b2lVqjdVLisTAF4skr+dNHK8zALSk5OakrTau13hgcFB8bpojYtHX5KEsLrTYOb6q6bDonC+vX1OVIDV9/MuoMDib2FMTpI0DPqBUDKbCfU/CL0Oi55CZzscDRw9M3tHF2GByyLPHLsKEHshgU+rs6drE3J81r6HvGlwDszwhy11cd0UlI9VB0eYIQ39Iwdp0Rez62oYddzOGwSTn19bWXBs9Mh7m0MiVGnYxmcLuQXRrp8oYUZHJcHcH2SDdFw/PnSi0IW4LByUuJPnz179vSfGR+JA4KK3NT93uTAa9F9fQGwUhe3JVrq4RSWBvBsOTEv2Qfv+/sTpiPr5MalgZPHDu3j4uTs7OzUpf8Ib//5K3dcKcfPXdo8kphALcYf4cCH0xP18YYaWM6I50BBzBjs/aZjQ08VAjZD/bZwjJMJOi+FrkUvv9VH32Da02IWuOJHOi1IAngRMZA4rSImw3aUQvVfwbi97r0+E4D3+MzKIfKen+XU3dexxwMXZxBWxS3qOcDNYJX7uq4LZq+5mUS/tva6AlB4d9cIA/KcHOyDzj1nQtWWnnivZHgmfALe7yMtyHNK0so3iS+sPDoQu9eMHtHlwLk9zdxAGTvBaOEU9kEAGbMtsYa21Y+PuVC82UXxZxYz6FgJZq99iR7qdbseikOdlO8wZsPO8qDiAOG2GHXb9BFqU39U1mV2DH8kgMwlXfFRqu15HyBhtGr2wWlOFrAP2hNy29FHeVB01luhDcawCL7IhuJdI4g5gOGZCkVbehAnVIDhcR64sQ5kw2n+TWyEbnUjW/QYjdzzCVgXZ5F3qIXnAygMUcck9ogHwT6R0zJoO9bXE+d2Rk1KGF8vewm8R+tELxp0Fz6GqLe06X4BYAfe13D0feM/APfwCPq+bjUxCYTFh91EPp/pdmCvVndR1fM5lMwXu1IWCzPqoGh9V2Iq+AzdgXFlQuENH4nPN6MIbpGdRQ0YM/IgQXKPDbtv+wTs9ABK3VOzOPB8kZOkK5rHQc54JKuB6QX4OB/JOJZjTwngKlVvM4sBzs6h0h/KJ5sXq679xxnxCOJl3Ihu0bm7qO6i8bhzabJ+dDQv2weJ6rEfng+QdpxbbVvtgsRGuJ37Vnp2aJkIF9ohWT1Caiu2SN1Gw9k36JaF9tHHeyMRQ9s1A+KQTIOuAj9k3GO4JTEKjFG3Iq2R3Bj9yZkbJN2bMTYL9iCZGr3vxmPLXDl8lQBXJa9wOf3Kg3YGsr360huJmGrPbH4Ikqnpl/hsChKpsTwEl8SqW6z4FC8yMZ9jsL4qWbx4ZXi+Fm5AMjUT3jWsQCI1tsekVI/NrlhGP14YfR8KfxP1LO1RLyAGydT4vK5ZjkRqXK/CXZExxAzrLReKdaII7T38/Lmi5+GYDsflzvHer6qXIZGagDzOObRuMNtWy9lKijQEvIM7Ik9O5xzckRsjUag6EvID0CDwew3PJP2ICscE4JwknW4traXMUrk3VJHqtuchBRnxbjdBeEj+RKSznAnloWgs9rsNt+TZFEXPenmJMJZ8unaxmPcxjxDpGZ0B8HIcOWsabIXacOpZjsD3Ta280ed8FzInEFLLBaUAyYpccotIIQjOdyEb2NfOGUSKVPS8ne2LRAqMjtTCIbKTDUsH4KwSrQdpmVQMULcZGbzgKkgg1hKUGHpPpzOMmAWZz4XHIwnR4Sgf4M0oQpZHz4vY+qFwLhkY6BRdC2fVCjwbBedB9mRCbLWGiV3ykOLokunPbOyFf7uTrY5Y/zg7iGZ0a1vb0pmnNvPzIcePGFg6fi+xC5bLN7kkbk+wVzbsR+a2/b46SPOXmfDF2OyP749EWXTbbWVDzlTyE3e/IAQQJncjGvKxP8TFdH8MQY6S/T5s8bGP8o2jXjAXIFEGPb8kFmRPI5+ZcWQNdjl2uDILLwPPAuy1kDke2SGH0EJoSJ5DES2blFP3CxKl+Xontti9Non8zgbB7/GrvRigVMzcNhHrkMC7gEaYVutJx+qg4MgSsY8sgsqaWfmEYsvSZ2Fu5EygMygV19xwUjmX2pTokVC1XvxF7dY8xg5cD53QXUb7Z6othszcg31j5gVv0evsDnLwaxXMUi5YrzMAVwTwfqo49KYz9thTzCBVX5zt5ijxeDyzqpcgEXvA7bqPCH8KwM9LCRN730YLyvArCRNt0QFFGB7AOxrAnWHoAEaLrsv+KcOGXcnVtR6dba3btjIx0PV9Xb2CwWhh1saynV2PaXuesoFXk3N8ip341jC8MokLMTcpcOLEaM/DwxLY494rHRA1thkS/lgIPFZpYVba5f1rAydEFLHjxnsu3PZH8uP84grsc9UkBHW1kNLS6xw2rjAej0YHFNM+gXgHfJBePGBY9PRacwkztBgNzKK3nwRQmZv7qZY4IHx2+Ad3R5lHarweH1fYM4hRaL4lhFYR74G0zwyvWbcxQasijiQ+yq+qqayurqypKcm+Fx+99udpQzo2HgFTX5FXKZqLDiiDBzbV4PATHNERGQzb9x01JTAocN68oMBAf2/3rhZUTldvbEVPkNAVHVEGy9340MaoiFA7rG99oI68Blu+F9WY74vIt0HWJFMDw8YYGBjo6+vpt5w4ww77o69vQPESi3mF6BKPFE+X0vT9C72v4c7PfjMpmRGwIevDvpn+qClLwPerHgrIKwj3tkcXVQ7DRfjUiSEoKSwooqESgFVUiBqNKCwuQ6qLfBt3PwUMIY2BkFNN/FWDKjap+7oy06U07WOJNzaUc0iroDLC+vIG/C9riaq7fgaTPmDvE9SJbpvqCJgsbJgIn/ZCV1Sejjewr8thctX80hjCcmx01ceqvvdkvqEKhKwK9TWDsKpGAHmTVY/G6Lg+hlomsizqIaisFV5SZ8PN7AirjtznUBtuQ/E6dUJQerPJqVMRQgGfzyPhCwRcNru2hoRVVwup/VQc1ATajutOn8A5euhg7J7diOg9uyIjt20Kx1kfsmLdxvVr14SGriYJXbNm5YoVy5cilq/YPFMdzRit2piYEpiZSEeztcWxGLuOSGh27H+/PhiJzc24V9WLkdjcTJS/vtYkCmMpmuP/p2qfV9XyQ3aawzun7t9S/e3T8h+Q2NyY/xBC6aY3B2aaznj6j38JPXMrWSybMuFHLt1i02W58R06o3G+wWN5MsxAZzTOgDsA79IepIlJ/Bad0Ti46p2jR3kgRo8e3tSZZbTgqgOR3MzIU62rrydnI+mLwVUHU+4MGvWZNjdwjGoreJWgU90q8M/03KKCl7e3qL6oVBIa1Z0jcrBxVoGtkbgXRysbFVQRXPU0JEuwiKqB0tOhcxdEpgLcG6zmakMBuOrwviLcehHBMv25pfBhDRFnH34NIA6lwTQxuOryPBEfnhNh/k4PoOFXFJ4c9haYUyn74ZeCq5aibh6mkeHNhBS0RaPVens9/PpZOnFTgKt+m/ogleTRzQkGmI8UxoVocYR8EhPiVY0XKQWuess3gxHuA6ywZ+1wuAFSIjdFEGw6VQ/3NDKb4aq/R7II53geuv+IdxPRmSYFV914XLtcFEBe+iNExsOHZ4ajM00KlWrns0KI6uPWn6Rvb9ev5edsqAmV6vYH+BAu2fvT1dXR2OBqrLrlino4I07ucQmc7qrCXoPyUKlmDC+F0iDUsNz1/l2EsttKKkGlWqvdeT7cGkKIenNKANapvWsgD0rV+mNeACR/79qx86CfMbfxhsoZkEqBb0+Kk1bEMBa9AmAnHzqWzgfBQ3Kbvsnpd41VEyCjWhufuxhTblVy8Fghp/zSMM3MmVo2/mtW9ZRWrd3vGzx/Q7/z5KjLKSkXt/nYaso/0zU1by2TOtDj3B1PQmBYO3fr5oTb9ObC6z3v3wpoKMy80hz/heyamX9R9UTq5JDmwPXeu6lIbG4MAn7SyBRJ0NnLVw4+nuO9kUiFj3cP5bJRqLDZyxHw6Wlg1XCQSIWAe3MoupDq+OVhy0cOLZgfzEciBVwAwWp0IZVpexjezBw+bDgdq/NYe5H4OcOGe6XBdXULZmcV1+9GIiVDn1fNQSIlSz4yw5GoItaXIW0Akj+nZVvLmTk16ywt6F1Qh/OQ3uMzt0YJGAs/1FGkK2u3deo5ZIx3UNivkRcquLe3bwmd5TVyUI/OVFld8ypqouQkg9LS8T7caJy/Z9Kuq8/mC+lEUhgIBOR/2P8/pp1bP97FqrEahzjI7qv61zZbXi1cLFOYo2PgsuyvvCo2F1/h1X/ITsms4+WkvC7BurKQx6mryo1f0NFAxlPR9qvg7qbPCaej1wu43B3JBPbBRzPx7LHchJh1gePcXXt0mf+u9tcu3fu4e87eEENkRX16cshPpl7PZj98lMocUw6LMKibLtn2bj05JhHfzr690d/9Kztz8rsNe8P5kRB029h3HTEr8iH2gpwruz2l7vvoYtivqrH9NgfOiWNw2iNj8CSqjAM/DZZO6+wQeVg6D9j8u8WHn2EvexIl2d+12AklcpJ7qTDfAaXiMljHH9MAsq9s8Wi8qLFpXOXexisq8T3A3wHiwpIB7+GYarXwk98KjqLMT7OhxwRQ/MdUitGjQ+H+Ws3+qwyqo/uj29NqK7vis9WSPDATmo1Mv/GSHCHvySxzinWF3rfjKBbyutZLsvnCzEDksvd4CmcVpwtLCPrI3UN2FpOleVC+oy/lLgdd8YXJkDg2ZM0idetvrGKpsMFumwAZ/QjJbGkhpAWIMvQbQV980XHxK3g9k/y8Xe7ANeVrNReVsSKIx2ixpADSfekWNHKWAEbBryBrJtktV5ZXKD15dkqBJGK20/XPgwz6WkN5HqlR4Gt4ThaDdbkE6S7K9TSjUGYN+XS+SYYiX1rN8p3hFnOYcPFrQvyhqnojdZp3I7R7voR4woTqxwDnNzkBCvl+uPkZIWwkxoXLSch2VeZrtw1v4AYQbxmWCumidGkqFCz33J6i+IaOXx1vizKziHsBnCIH4va6/EWEQIOC4gudDeU1KwnJ4XcoUmIWabcDKkgTapkMl+krHDDkF19oaXW/DRcJd1h3TAVEKS6I883jHyEmPl3vN7CXOESH3OILDEYcPOlLjMy2R3h5ZPWJHCwPQ+4Q4uVG4UxeGHFMbaIgL5iYeHWG5kKsomqA2UUNu8mBYBzFLphOSHToWNvKxFY+YwGrdBlp0oxjePkBhESLXQKkoxIT4yjOffmrB9uDF+g9VpzRz8uXI+vv9ghOye/kPzPrItAcZbydkyra1aBm4JOyWUikZoxEte62ho9yS5s6/Q3Jooxq4x3scrkevpbVknXy069XsErQDdfS6p0C12imIRy9NdWVS5GsZbiqFCKRTENLBXH3aHg7XWSHtdfWVS6kDSZqd8+EBHFwm+H+HI7SG3AlMD4J9yXWsNcNuE+bQdNqc32VVDc0vgB36SuqlGDsU8FRKdO9oJa1nGYtov1NPhyTntRDmOytX/C1DY9CfjCScXpchEypwltpbHcA00v6afRIgmfDVXHpZGBMzIVz0j64rn+DcDX15p93GT9WxtDqhnF5N1VftyBs7/M/yRZvdE6AHHLDoBHWe+F9o71v5wQAqQJhlbCKAoiV9cD1x32AE1SLfct1uRnzGuWkDnkAZaHKFSU1ot3WOkhuvIvf+iHkeyFZBufg0AMRE2SVj0oHZpgaESqHbRxIbmRlDdymH7y1hc736PbbPzHjrKV2/bVHPgTuTieRSVIS414HQXhLtqDfuHPAmeMeNvSJ063m3Hsd5y211GCMTAP+/Zkq5bRZ/PRMAMkymvVt5ic9COsgd6iaeJwsyj3+vWRuZYy8BFC4V2apLZ+Bx0uAf1KmFrVjyNW3SQEKB4tTyDvIPTZLnHSg3W3RI+De3TlJqe5m7R+DLUvvzHZGbZyeIZcryvYNUiJ7w8gnETDl/l+htpaOx/FagJdxIe4KYjKtv1t1Iheg7IDU6GUMXHyJBa8WK7nS7Rv1HrvJp6Z3F31Qu5Cr2BG4v3FiX9qUJ5tB/tszsBdlX/hJEtRoOWBhEhtYf3orbRTbzElpAPiUMNNR9Os/DkG/4z94xPln69R+vbp0sG4pvn0GLds5dOk90H8nXvFXnHbITzIrt+mzPKUOICdClaoqxsDTlQDCsivz7dFN1jF0/jGxtJYr4DPz756LXjHFfUD/Adi/4f6/xCTcK2QJBNzaovNBDuIYkrap67qHLADeA3/VAsTanUOzsG/BL/nrF/Eka2Q7eOEf77CjwgZ2ddmH4qJi7N/H8up6nhA79vrYXDdriQEwGLQ1Ha8PKv+drqSXnjael4kUiE9XV0tmbZNObt5Lt574+52kLINXmZ0U9+ui8X0dpDphC4/tqURg7/lStX7zy3UnWVBWdm2ZtGtqaOncb/Tk6UHBQRjBQdN8RvXp3FZm5Fh4RqYRxYTcS+PVTLC1WZhClrtU/714qNKZAO3HbH9Evi0vmoxNqANj5IkK4iLAurfcVZkf7tLp4BGN11tjNKQs+KLkQ7uNb1CdT11GeC9JUSw1Blaeh3JRRVLVGXe1PRwSk2k3UC0d1DyMcpP361MM82m/vyVrakGYu7k9XQxGaQx67ywhL4c987ToEbSm2HrOybf16IW8JD9FqzulsP/xEboidtvTdnpTdjjnH068E5dgVezpo05FEwX6E06i3obBf7zN57MVTO9Zp4hadZKnIfQ/rKgyX4eh+lqCVzs9pf0ow94zzuM/NYeo+hMVuzcR+v53UJ0rjvD9gXH26JaaOQZfJwq8Ee+3kSGrpoPR/yBewyiCl3diohXW44w6LE0ukyrwa0ifq1SITDXs5j9F1yfgvDszw9pp7c1S6crCyuPDFbgT6mH6bYLUTce++ZvL16RvNeYmLFMl/qwSPTfhvw8ohUwtJef6ZA1WY7Txv0GUuyLqyYp2koJoDde0DTwqNY7YkmJh/sOFcoNoTYHtyifiLEqJ6urLqhV4q4eJx3lRbxOrfrv1K9o4SVPCcPwV1cMj1YLbfs1WFmAz+w6xj0qqZh7qTzudNT267vtKRaqfhjZzaZXdqkwBcGqBdX6iBiynfBiTr1QDu3CPKiuLpoLRNSr/6UKNJOoqxmLKLI2kjSqDrkbSdP/j/xhaWv8Dfo8vNGPbWlIAAAAASUVORK5CYII=)
Molecular Weight: 186.04
Melting Point (ºC): 174
Boiling Point (ºC): 249
Vapour Pressure (mmHg): 0.04960@ 40ºC
Water Solubility: 6.3@ 25ºC
Flash Point (ºC): Flammable SOLID
Auto-ignition temperature: More than 150
Density: 49.1
MMA (Mono Metyl Aniline)
MMA از دیرباز به عنوان ماده بالا برنده عدد اکتان مطرح بوده است، اما از نظر اقتصادی هیچگاه قادر به رقابت با ترکیبات اورگانومتالیک بوده است. مشکل اصلی در استفاده از MMA افزایش اکسید¬های نیتروژن در گازهای خروجی اگزوز می¬باشد.
مقایسه حدود استاندارد و ایمنی:
MMT
|
Ferrocene
|
MMA
|
|
-
|
15 mg/m3
Total dust 5 mg/m3
Respirable fraction
|
2 ppm
9 mg/m3
|
حد مجاز سازمان ایمنی حرفهای
و بهداشت در صنایع عمومی برای میانگین 8 ساعت در روز
(OSHA PEL 8 TWA)
|
5 mg/m3
|
15 mg/m3
Total dust 5 mg/m3
Respirable fraction
|
2 ppm
2.2mg/m3(skin)
|
حد مجاز سازمان ایمنی حرفهای
و بهداشت در صنایع عمومی برای میانگین 8 ساعت در روز
(OSHA PEL 8 TWA)
(Construction Industry)
|
0.2 mg Mn/m3 (skin)
|
10mg/m3
|
0.5 ppm
2.2mg/m3(skin)
|
استاندارد انجمن بهداشت صنعتی
آمریکا برای میانگین 8 ساعت در
روز
ACGIH TLV- TWA
|
0.2 mg/m3 (skin)
|
10 mg/m3(total)
5 mg/m3(resp)
|
0.5 ppm
2.2mg/m3(skin)
|
استاندارد انستیتو ملی ایمنی
حرفهای و بهداشت – حد توصیه
شده برای میانگین 8 ساعت در روز
(NIOSH REL) TWA
|
نتیجه
نظر به اینکه جایگزینی MTBE به دلایل تاثیرات زیست¬محیطی در صنعت نفت تحت بررسی است، لذا وزارت نفت از طریق معاونت پشتیبانی صنعتی شرکت پشتیبانی ساخت و تهیه کالای نفت تهران به دنبال تامین ماده¬ای مطلوب و مناسب جهت جایگزین نمودن MTBE می¬باشد که از آن جمله تا کنون موادی نظیر ETBE، TAME، EtOH، PLUTOCEN و MMT که شرح آنها در صفحات فوق به اختصار ذکر گردید، پیشنهاد شده¬اند که در مرحله مطالعات اولیه و یا بعضا در مرحله انجام آزمایشات علمی در مراکز تحقیقاتی و پالایشی می¬باشند. در این رابطه در صورت وجود ماده¬ای مناسب که بتواند جایگزین مناسبی برای MTBE گردد شرکت پشتیبانی ساخت و تهیه کالای نفت تهران از پیشنهادات واصله از طرف سازندگان و تولیدکنندگان استقبال خواهد نمود.