PDA

توجه ! این یک نسخه آرشیو شده میباشد و در این حالت شما عکسی را مشاهده نمیکنید برای مشاهده کامل متن و عکسها بر روی لینک مقابل کلیک کنید : سوال سوال سخت



svd
5th February 2015, 10:28 PM
باسلام.در مورد wgs84 در تنظیمات gps توضیح بفرمایید.و اینکه در ایران این تنظیمات باید به چهصورت باشد.و ایا این گزینه اساسا به مبنای مسطحاتی هر کشور ربطی دارد یا خیر؟مستند پاسخ بفرمایید .با تشکر

Asghar2000
6th February 2015, 10:38 AM
(WGS) سیستم ژئودتیک جهانی
سیستم ژئودتیک جهانی ، سیستمی استانداردی است که در ناوبری از آن استفاده میشود.در این
سیستم از الف:یک مرجع برای مختصات یابی ، ب:یک مرکز جرم برای زمین و پ: یک مدار شبیه
به مسیر حرکت زمین در فضا استفاده میشود
توضیح بیشتر اینکه در بخش( الف) همانطور که اشاره شد یک مرجع برای تعیین مختصات
استفاده میشود. در واقع یک طول ویک عرض جغرافیایی به عنوان مبنا یا (صفر) در نظر گرفته
میشود و بقیه نقاط نسبت به آن طول و عرض سنجیده میشوند. مکان این طول و عرض جغرافیای
برای مرجع، کاملا قراردادی است ، یعنی در هر نقطه ای از زمین میتوانست در نظر گرفته شود ، و
نقطه ای برای آن در نظر گرفته شد که بعدا مختصات آنرا شرح خواهیم داد
در بخش (ب)توضیح بیشتر اینکه درمرکز کره زمین ، یک مرکز جرم برای زمین در نظر گرفته
میشود. بدیهی است که چون این نقطه را در مرکز کره زمین در نظر گرفته ایم ، پس میتوانیم
است (یعنی مبدا آن در مرکززمین است )و « زمین – مرکز » بگوییم که این سیستم سیستمی
محاسبات نیز بر این اساس انجام میشوند. اما آیا به نظر شما فاصله مرکز زمین تا سطح زمین در
همه نقاط یکسان است؟ ؟؟
در مورد بخش( پ) نیز توضیح بیشتر اینکه کره زمین در حال حرکت است. اولا زمین به دور محور
خودش(حرکت وضعی) در خلاف جهت عقربه های ساعت میچرخد که هر دوران کامل آن یک روز
نجومی طول میکشد که مدت آن 23 ساعت و 56 دقیقه و 4 ثانیه است. دوم آنکه زمین به دور
خورشید از غرب به شرق میگردد (حرکت انتقالی)این حرکت همانطور که میدانید 1 سال طول
میکشد. نتیجه این دو حرکت زمین ، یک مدار بیضی شکل به دور خورشید خواهد بود. یعنی زمین
در مسیری بیضی شکل ، سالی یکبار به دور خورشید میگردد
در شکل زیر کره زمین را کره ای سبز رنگ میبینید و بیضی ای که مببینید مسیر فرضی حرکت
زمین در فضا است . اما آیا واقعا زمین حرکت بیضی وار یکنواختی را به دور خورشید طی میکند؟؟؟
پاسخ به این سئوال ها یکی از دلایلی است که بفهمیم چرا در طی سالها مرتبا تغییراتی برای
دقیقتر شدن سیستم ژئودتیک جهانی به وجود آمده است

(WGS) نگاهی دقیقتر به سیستم ژئودتیک جهانی
همانطور که اشاره شد سیستم ژئودتیک جهانی ، یعنی همان سیستم استاندارد جهانی که از آن
برای "ناوبری" استفاده میکنیم 3 بخش داشت
بخش نخست که مختصات مبنا بود و گفتیم که یک طول و عرض جغرافیایی است که میتواند در
هر نقطه ای روی زمین در نظر گرفته شود
بخش دوم در نظر گرفتن مرکز زمین و انجام محاسبات بر اساس "زمین- مرکزی " بود ، اما آیا
کره زمین یک کره کامل است ؟ اگر کره زمین کره کاملی بود آنوقت از نظر هندسی میگفتیم که هر
کره کامل فقط یک مرکز دارد و فاصله هر نقطه از سطح کره تا مرکز کره ، فاصله یکسانی است .اما
زمین یک شبه کره است که در نواحی قطبی کمی پخ است .نیازی به پیچیده کردن مسئاله نیست ،
به نظر شما ، آیا فاصله مرکز زمین تا مثلا خلیج همیشه فارس ، با فاصله مرکز زمین تا مثلا قله
اورست یکسان است؟ البته که نه! پس ما روی یک کره کامل زندگی نمیکنیم و نمیتوانیم بگوییم
که روی هر نقطه ای که بایستیم فاصله مان از مرکز زمین ثابت است.پس در سیستم ژئودتیک
جهانی که سیستمی زمین مرکز است ، این فاصله از مرکز جرم زمین در هر نقطه با نقطه دیگر
متفاوت است.خط قرمز را در شکل نگاه کنید

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اما بخش سوم و در نظر گرفتن یک مدار شبیه به مسیر حرکت زمین در فضا موضوع چالش آوری
است
در مورد حرکت وضعی و حرکت انتقالی زمین صحبت کردیم . اما آیا زمین کوچک ما در فضا فقط
همین دو حرکت را دارد؟
سومین حرکت ، حرکتی است که زمین، منظومه شمسی ، و البته همه ستاره های دیگر در
کهکشان راه شیری دارند و حول سیاهچاله ای واقع در مرکز کهکشان راه شیری میچرخند. ( این
چرخش در مسیری موج دار که خورشید را به بالا و پایین صفحه کهکشان میبرد ، رخ میدهد)
سرعت این چرخش به طور میانگین 800000 کیلومتر در ساعت است
چهارمین حرکت ، حرکت کهکشان ما است (که یکی از حدود 50 عضو گروه محلی کهکشان ها
است ) که با گروه محلی کهکشانها در حال رفتن به سمت مجموعه ای دیگر از کهکشان ها است
سرعت این حرکت، عدد باور نکردنی 1.6 میلیون کیلومتر در ساعت است
حال که با این حرکت ها آشنا شدیم میتوانیم بهتر متوجه حرکت زمین در فضا بشویم . زمین در
مسیری تقریبا شبیه بیضی به دور خورشید میگردد. پس مسیر حرکت زمین کاملا بیضی نیست و
به دلیل حرکت های دیگری که زمین دارد ، مسیر حرکتش صاف و یکدست نیست و به اصطلاح
نجومی " رقص محوری " دارد
بخشی از این رقص محوری به دلیل گرانش ماه ، بخشی به دلیل حرکت های زمین ، و بخشی به
دلیل حرکت تقدیمی زمین است. به هر حال این حرکت بیضی کامل نیست
حال این موضوع چه کمکی به ما در درک بهتر سیستم هایی که برای ناوبری مورد استفاده قرار
میگیرند خواهد کرد ؟
درک اینکه فاصله مرکز جرم زمین از سطح زمین و نقاط مختلف در سطح زمین متفاوت است ، به
ما در درک چگونگی محاسبات در سیستم ژئودتیک جهانی و درک چگونگی حرکت زمین در فضا ،
به ما در تحلیل چرایی و چگونگی تغییرات در مدل های مختلف سیستم ژئودتیک جهانی کمک
خواهد کرد
سیستم ژئودتیک جهانی) میپردازیم و نهایتا ) WGS اکنون با این پیشفرض ها به سراغ تاریخچه
که مبنای ناوبری در جهان کنونی است خواهیم پرداخت. WGS به 84

"تاریخچه"
تلاش برای یافتن مدلی که از آن برای جهت یابی و موقعیت شناسی استفاهده شود از قرن 19
میلادی آغاز شد.در این راستا ، مدار هایی بیضوی شکل تعریف شدند تا مبنای محاسبات و موقعیت
سنجی بر اساس آنها صورت گیرد .(گفتیم که کره زمین در مداری تقریبا بیضوی شکل به دور
خورشید میگردد ، یعنی مسیر تقریبا بیضی شکلی را در فضا طی میکند ، به همین دلیل مدار
هایی که برای محاسبات موقعیت و جهت یابی بر روی زمین طراحی میشوند ، میبایست بیضی
شکل و تا حد ممکن مشابه مدار زمین باشند تا نتیجه محاسبات تا حد ممکن دقیق باشد)
مدار هایی برای این منظور در نظر گرفته شدند، مانند مدار "هلمرت " در سال 1906 و مدار
"هایفورد" در سال 1910 و "هایفورد 2" در سال 1924 ، برای موقعیت یابی در نظر گرفته شدند

اما در اوخر دهه 50 میلادی ،نیروی هوایی و نیروی دریایی امریکا کار بر روی مبنای اندازه گیری
جدیدی را آغاز کردند. هدف از این پروژه که در ابتدا برای اهداف نظامی در نظر گرفته شده بود ،
یافتن روشی جدید برای ناوبری دقیقتر بود. برای طراحی این مبنای اندازه گیری جدید ،علوم
مختلفی مانند نجوم، نقشه برداری ، جهت یابی، ریاضیات و... به کار رفتند و در نهایت در سال
ارائه گردید. WGS 1960 مدل 60
در سال 1966 میلادی ، ارتش امریکا و نیروی هوایی و زمینی این کشور ،مدل جدیدی از سیستم
ارائه کرد. این مدل در واقع تصحیح شده مدل سال 60 بود WGS را با نام 66 WGS مختصاتی
که نسبت به" داده های نجومی جدید " مورد اصلاح قرار گرفته بود.(داده های نجومی جدید تر ،
موقعیت زمین را دقیقتر در فضا نشان میداد و در نتیجه سیستم مختصاتی جدید ، دقت بیشتری را
دارا بود)
ارائه کرد. این WGS در سال 1972 میلادی ، وزارت دفاع امریکا مدل جدید تری را با عنوان 72
10° × مدل از دقت به مراتب بیشتری برخوردار بود و کره زمین را به 410 منطقه مساوی ° 10
تقسیم بندی میکرد . دقت در محاسبات بر مبنای این سیستم مختصاتی از مدت های قبلی بیشتر
بود

"WGS "سیستم به کار رفته در مدل 72
در اوایل سال 1984 میلادی ، وزارت دفاع امریکا سیستم ژئودتیک جهانی را تحت عنوان
WGS ارائه کرد. این سیستم در واقع جایگزین سیستم های قدیمی تر نظیر 72 WGS84
گردید. WGS60 ،WGS66
از مهم ترین دلایل این جایگزینی میتوان به : بالاتر بودن دقت در اندازه گیری ها و افزایش
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در سال 2004 میلادی مورد اصلاحات قرار گرفت تا خطاهای WGS سیستم ژئودتیک جهانی 84
هر چند ناچیز سیستم کاهش یابد . با انجام این اصلاحات در حال حاضر ، دقت در اندازه گیری با
استفاده از این سیستم کمتر از 2 سانتی متر میباشد
بر اساس مرکزیت زمین است( همانطور که اشاره شد WGS مبنای تمامی مختصات ها در 84
است )و طول جغرافیایی مبنای این سیستم در 100 متری شرق نصف « زمین – مرکز » سیستم
النهار گرینویچ که خط
عرضی رصد خانه سلطنتی را قطع میکند واقع شده است

GRS در واقع ازهمان مدار بیضوی به دور زمین استفاده میشود که در سیستم 80 WGS در 84
استفاده میشد. البته اصلاحات کوچکی در آن صورت گرفته است تا محاسبات مداری برای ماهواره
بوسیله ماهواره ها تعیین شده و WGS ها در آن دقیق تر انجام گیرد (. ابعاد بیضی بین المللی 84
در سطح جهانی به شکل زمین بسیار نزدیک می باشد)
است (ژئوسنتریک،یعنی مبدا آن در مرکززمین است، که « زمین – مرکز » این سیستم ، سیستمی
آن " X" از قطب قراردادی زمین (قطب مغناطیسی) میگذرد و محور ( "Z" محورسوم آن (محور
هم طوری اختیار می "Y" فصل مشترک صفحه نصف النهار گرینویچ و صفحه استوایی است.محور
شود که سیستم، دست راستی (رو به راست) باشد. این سیستم در نقشه برداری و ناوبری مورد
استفاده قرار میگیرد
مختصات دکارتی سه بعدی این سیستم در شکل زیر نشان داده شده است http://www.njavan.com/forum/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOwAAADxCAIAAAB H cwGAAAgAElEQVR4nOy9aVSV57k TtLTpj1ts3raM3ads9Lf6mk/5LRJ2p7TtGkz1piY1CHGOIvKIIiCIJMgM6jILAgICIKAzAqIDI KAjMo8z y92ex53u 7Jzag/w/X/33W6xAayBa14f6QRbZ7v P13M89XrfV/TVZk dcrJ72BazJmnxd f9BTK/JmjyHsgbiNXnuZQ3Ea/LcyxqI1 S5lzUQr8lzL2sgXpPnXtZAvCbPvayBeE2ee1kD8TJEq9XqdDq9 Xk9RlE6nMxgMFEVptVqDwaDRaGQymVQq1el0RqNRo9Ho9fqnfb 3fFFkD8TJEp9MBtfivWq1Wq9U0TSsUCplMptVqaZqWSqUKhUKn 06lUqqd9vd8UWQPxMkSr1QLBekZomlYoFHw X6/XDwwMjI2NAdwmk0mpVD7t6/2myBqIlyEwJ2iapihKrVZrNBqRSHT37t3 /v6ZmZng4OBz584pFAq1Wg2gP 3r/abIGoiXIQTBsBZUKpVcLu/p6RkZGSkrKwsMDMzLy4OJLJfLn/bFfoNkDcTLEDhwsBY0Go1Wq11YWBCLxb29vaGhofX19TRNK5VK g8GgVqthIq/JKsgaiJchcOxUKhVFURKJRKFQqFSqpqampKSk06dPDwwM0DQ9O TkpkUgQo3ja1/tNkTUQL0MUCgXiayqVCkidnZ1NTEx0dHRsbW2dmpoSCoV6vV6l Uq1FJ1ZT1kC8lMAIpmkaMTWVSmUwGHQ6nVKpRGC4sbExJibGw8 MjLS0tOTmZw GMjY2Vl5cPDAxotVp8DaFlmqYR2SDHXBNLyRqIl5KHQExRFE3T Go1GpVLp9XqTySSRSPr6 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در ترازیابی به روش کلاسیک یا سنتی ارتفاع نقاط نسبت به یک سطح مرجع قائم به نام ژئویید
بدست می آید، ژئویید یک شکل فیزیکی از زمین است و طبق تعریف عبارت است از یک سطح هم
پتانسیل صفر یا سطحی که به بهترین وجهی به سطح متوسط دریاها منطبق باشد. در روش سنتی
نمایش داده شده، بنام ارتفاع ارتومتریک نقاط H ارتفاع نقاط نسبت به ژئویید بدست می آید و با
خوانده می شود
برا ی تبدیل ارتفاع از بیضوی به ارتفاع از ژئویید ، پارامتر مهمی از مرکز ثقل زمین به نام ارتفاع
نمایش داده، تموج یا موجگانی نیز خوانده می شود. رابطه N ژئویید مورد نیاز است که آن را با
ارتفاع از ژئویید از H ، ارتفاع از بیضوی h بین سه پارامتر فوق برقرار است. در این رابطه h=H+N
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نشان میدهد : ( GRS و 80 WGS جدول زیر تبدیل پارامتر های اصلی در این سیستم را ( در 84
b محور a مدار مبنا محور
≈ 6,356,752.314 140 m 6,378,137.0 m GRS 80
≈ 6,356,752.314 245 m 6,378,137.0 m WGS 84
تبدیلات
که ابعاد آن بوسیله ماهواره ها تعیین شده و در سطح WGS از آنجائیکه بیضوی بین المللی 84
جهانی به شکل زمین بسیار نزدیک می باشد عملا جایگزین بیضوی بین المللی هایفورد 1924 که
کلیه نقاط ژئودزی کشور ایران روی آن محاسبه شده است و از طرفی مختصات بدست آمده از
عمل می کنند، بدین لحاظ لازم است که WGS در سیستم 84 GPS گیرنده های ماهواره های
شبکه ژئودزی ماهواره ای را روی دو بیضوی فوق محاسبه شده و با استفاده از این دو مجموعه
مختصات که درسطح کشور پراکنده است ضرایب تبدیل از یک بیضوی به بیضوی دیگر را محاسبه
و در اختیاراستفاده کنندگان قرار دهد و استفاده کننده بنا بر نیاز خود سیستم مختصات را انتخاب
نماید و در صورت نیاز براحتی بتواند تغییر سیستم مختصات دهد
برای این کار نرم افزاری نوشته شده است که می تواند دو سیستم مختصات ژئودزی با بیضوی های
مختلف را که حداقل دارای سه نقطه مشترک باشند را با روش تعیین 7 پارامتر ترانسفرماسیون در
فضای سه بعدی به یکدیگر تبدیل و سپس آنرا به سیستم تصویر مورد دلخواه ببرد

لذا با داشتن دو مجموعه مختصات
WGS مجموعه 242 نقطه ژئودزی دارای مختصات جغرافیایی روی بیضوی بین المللی 84
مجموعه 242 نقطه ژئودزی دارای مختصات جغرافیایی روی بیضوی بین المللی هایفورد 1924
مراحل تبدیل دو سیستم مختصات به یکدیگر به ترتیب زیر انجام میگیرد
( X,Y,Z ) -1 تبدیل مختصات جغرافیایی هر دو سیستم به مختصات ژئوسنتریک
تعیین هفت پارامتر ترانسفورماسیون ( سه مولفه انتقال ، سه مولفه دوران و ضریب مقیاس
محاسبه مختصات ژئوسنتریک سیستم جدید با توجه به هفت پارامتر بدست آمده
محاسبه باقیمانده ها در سیستم ژئوسنتریک و بررسی وضعیت ترانسفورماسیون
تبدیل مختصات ژئوسنتریک سیستم جدید به سیستم جغرافیایی مربوط به خود
محاسبه باقیمانده در سیستم مختصات جغرافیایی
WGS تبدیل سیستم مختصات جغرافیایی به مختصات سیستم 84 U.T.M
ایران WGS به 84 UTM تبدیلات سیستم
European 1950
UTM Zone 38N
European 1950 ED77
UTM Zone 38N
UTM Zone 39N
UTM Zone 40N
UTM Zone 41N
Final Datum 1958

WGS72
UTM Zone 38N
UTM Zone 39N
UTM Zone 40N
UTM Zone 41N
WGS84
UTM Zone 38N
UTM Zone 39N
UTM Zone 40N
UTM Zone 41N
استاندارد ها و به روز رسانی ها
در سال 1996 به کار گرفته شد که EGM تحت عنوان 96 WGS اولین نسخه اصلاح شده 84
آخرین نسخه اصلاح شده توسط آن در سال 2004 ارائه شده است
البته بسیاری از استفاده کننگان از این سیستم امروزه ازآخرین نسخه به روز شده آن به نام
استفاده میکنند. EGM2008

UTM سیستم مختصاتی

کره زمین به 60 قسمت تقسیم شده است

EQUATOR

مربوط به نقشه UTM در گوشه پایین سمت چپ نقشه ، شما می توانید اطلاعاتی در مورد مختصات
ای که در اختیار دارید را مشاهده کنید
که در نقشه UTM این اطلاعات شامل مساحت پوشش داده شده توسط این نقشه و ناحیه ای از
نمایش داده شده است می باشد
شماره یک ناحیه در مقابل آن ناحیه نمایش داده می شود . به مثال زیر توجه کنید
مثال
Z12 559000m 4281000m

از دو مشخصه جهت نمایش مختصات استفاده UTM
می کند – شمالی و شرقی - . موقعیتهایی که در یک
ناحیه قرار دارند بر حسب فاصله شرقی یا غربی که از خط
دارند و همچنین فاصله شمالی یا جنوبی که UTM اصلی
از خط استوا دارند اندازه گیری می شوند


UTM مولفه شرقی مختصات
شکل مقابل را در نظر بگیرید . محوطه ای که با رنگ قرمز نمایش داده شده است یکی از ناحیه های ما
می باشد . خط فرضی که در مرکز هر ناحیه کشیده می شود نصف النهار مرکزی نامیده می ( Zone )
شود . این خط یک محدوده شرقی فرضی به طول 500,000 متر را در جهت شرقی و مثبت نمایش
می دهد .
مقدار این مولفه شرقی در حرکت به سمت شرق بیشتر از 500,000 و در حرکت به سمت غرب
کمتر از 500,000 خواهد بود

UTM مولفه شمالی مختصات
مولفه شمالی فاصله ای است از نصف النهار استوا برحسب متر
در صورتیکه نقطه مورد نظر در نیمکره شمالی باشد ( نسبت به خط استوا ) مختصات همواره از پایین به
بالای نقشه افزایش پیدا می کند . ( از سمت جنوب به شمال ) . در این قسمت باید توجه داشته باشید
که مختصات پایه در نیمکره شمالی ( بر روی خط استوا ) 0 متر می باشد
برای نقاطی که در نیمکره جنوبی قرار دارند ، خط استوا مقدار مرجع 10,000,000 متر را در نیمکره
جنوبی خواهد داشت . و این مقدار از شمال به جنوب در نقشه کاهش خواهد یافت . ( در نیمکره
جنوبی)
نقشه نیمکره شمالی UTM Z19 0297480E 4834360N
0297480 نمایشگر یک مقدار شرقی غربی در E 1 . مختصات
می باشد . این نقطه در فاصله UTM مولفه شرقی مختصات
202,520 متری غربی نصف النهار مرکزی قرار گرفته است
در ناحیه ذکر شده
2 . مقدار 202,520 متر به صورت زیر محاسبه شده است
500,000 کمتر است در mE 297,480 از E با توجه به آنکه
نتیجه می توانیم بگوییم که مختصات فوق در غرب نصف النهار
مرکزی ناحیه مربوطه قرار دارد . بنابراین طبق روش زیر عمل می
کنیم
500,000mE – 0297480E = 202,520
و این به این معنا است که مختصات مورد نظر ما 202 هزار و 520 متری غرب نصف النهار مرکزی
می باشد
توجه
( 574620E 500,000 باشد ( به عنوان مثال mE در صورتیکه عدد نمایشگر شرقی بزرگتر از
مختصات شما در فاصله 74,620 متری شرق نصف النهار مرکزی قرار گرفته است
این مقدار از روش زیر محاسبه شده است
574620 E– 500000mE = 74,620

و می توان نتیجه گرفت مختصات شما در 74,620 متری شرق نصف النهار مرکزی می باشد
4834360 نمایشگر مولفه شمالی مختصات شما می باشد . در این حالت مختصات N 3 . مختصات
شما 4,834,360 متری شمال نصف النهار استوا می باشد . ( خط استوا به عنوان 0 متری یا مرجع
حساب می شود
در یک نقشه نیمکره جنوبی Z19 0297480E 4834360N
0297480 دقیقاٌ مثل بالا محاسبه می شود . E 1 . مختصات
4834360 نمایش دهنده یک مختصات شمالی جنوبی می باشد . محل این مختصات در N 2 . مولفه
فاصله 5,165,640 متری جنوب نصف النهار استوا می باشد . این عدد حاصل تفریق
10,000,000 و 4,834,360 می باشد . mN
و ( Easting Coordinate ) مختصات شرقی ، ( Zone ) شامل ناحیه UTM 1. مختصات
می باشد . این مولفه ها نمایشگر یک ( Northing coordinate ) مختصات شمالی
مختصات هستند که آن مختصات را برحسب متر نمایش می دهند . روشهای مختلفی در
وجود دارد ، به عنوان مثال : UTM نوشتن مختصات
Z19 0297480E 4834360N
19 0297480E 4834360N
0297480mE 4834360mN
در این حالت از شماره ناحیه استفاده نشده زیرا کل گروه کوهنورد در یک منطقه مشغول کوهنوردی
می باشند و شماره ناحیه
مربوطه را می دانند
297480mE 4834360mN

2. گاهاٌ نوع نوشتن مختصات ، می تواند دقت نوشتن آنها را نیز برای ما مشخص کند . به عنوان
مثال
UTM Z19 0297480E 4834360N
19 دقت 1000 متر به 1000 متر ) 297 4834 )
19 دقت 100 متر به 100 متر ) 2974 48343 )
19 دقت 10 متر به 10 متر ) 29748 483436 )
19 دقت 1 متر به 1 متر ) 297480 4834360 )
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هر چقدر رقمهای شما بیشتر باشد دقت شما در نقشه ای که دارید بیشتر خواهد شد
یک سیستم مختصاتی عالی است که کره زمین را به 60 قسمت تقسیم می کند و هر UTM
قسمت 6 درجه می باشد
بر اساس سیستم متریک کار می کند و هر یک کیلومتر با یک UTM سیستم مختصاتی
ویرگول جدا شده است ( 1,000 متر ) که این کار باعث ساده تر خواندن ارقام می
شود
مختصات شمالی - جنوبی و شرقی - غربی را مشخص می کنند . ارقامی که در UTM مقادیر
حاشیه های چپ / راست نقشه وجود دارند “ شمالی “ نامیده می شوند و ارقامی که
در سمت بالا / پایین نقشه قرار دارند “شرقی “ نامیده می شوند . زیاد شدن این ارقام

به این معنا است که شما به سمت شمال و شرق مسافرت می کنید و کم شدن این
ارقام به معنای آن است که شما به سمت جنوب و غرب مسافرت می کنید
که با حروف ضخیم نوشته شود مفهوم مقابل را خواهد داشت : UTM مختصات
4282000 ; قانون به این صورت است که حروف ضخیم mN 4281000 و mN
( بزرگ ) 81 و 82 نمایشگر هزار متر هستن د ( 1 کیلومتر ) و فاصله بین این دو
( 82 – 81 = مختصات 1 کیلومتر می باشد . .( 1
000 نمایشگر صد متر می باشند . در صورتیکه ما دو مقدار m اما سه حرف کوچک
4281000 را داشته باشیم در واقع نمایشگر آن است که mN , 4281500mN
کیلومتر از هم فاصله دارند . ½ دو عدد ما 500 متر یا http://www.njavan.com/forum/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAU4AAADgCAIAAAD jUBgUAAAgAElEQVR4nOzbZ3Ab57k3fEjuLTnJsZM8z0lPJnYcy 7Hl3nu3LMuSLKsXUpREUey9giBIEGwg2HvvnQRBgOi99957B3a BRWGx5fj9oDNnJt8zxzPPm//s7GB3dnbw5Xe3617YD//Ov/Pv/P8gsB/7D/w7/86/87 R/6YO ylsmTW4Je1WRqbnuHltqyfM34/yA610B2pRUkSzt12ufQE 8bUiPi0ERzihXnaoddNcPcbPXNGWSpO9fBC77ajjAe3CWKc43s 2NYGjeRm4EI0n0UNwNE8Is PQ3lePH62ZO9FGuEkxwSRSrTHRJo228UOO2tWqSe21JWigD /XJKaF3gGZqJ9MFNmcolfoeBBIRP5ACU3vRZNQT8ultXqMx4NCC QR0EGaGEOZayx1JOl9ZnktrMMrvXFIp6klH/TiywmwJue y kDcSB5Kp2G4yugNFErFwPBaOux16q1mukLGkYrrVLI/HPMm4LxSw7KQgvU7JYdO0Gnk06t/bi0GQPxRy7KUiYNhnNOiEQrFEItEZFXI9iyFYU/tWTeC6MjDGtTXLgx3W3TGOo2WIkNEzn29PEMWeMY67UwC0E72V pHBpI/l9KliHd9fKUxPS4JLAtFnXUnb48DO5twpXdMXynUFZchw 8fVv34I1zWeQjD2axKoYGlgz1OQOvVE2 0Et7qsj8D80kC8Oa8rm9UUrlnJ qpOf6qSEGtftVYvGEsFOFx1s5 /0sSAszg3He2vZiVZypG5ad3M72MmK9dAjrYJkh/LbrjVd3hjnCstTrwTGxP4hurn9nUuPNs6erh77dFNfwfGjGYFG 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است UTM شمال شبکه منطبق بر خطوط

هر چقدر تعداد ارقام شما بیشتر باشد ،
دقت در تشخیص موقعیت شما بالاتر خواهد رفت
559000m 4281000m (4 digit) 1000m x 1000m area.
559700m 4281100m (6 digit) 100m x 100m area.
559750m 4281170m (8 digit) 10m x 10m area.
559753m 4281175m (10 digit) 1m x 1m area.

حال می خواهیم از یک زاویه سنج استفاده کنیم . در صورتیکه چند راهنما با استفاده از یک نقشه در
یک منطقه در حال فعالیت هستند و می توانند با استفاده از واکی تاکی با هم ارتباط برقرار کنند و می
توان از روش زیر استفاده کرد
مشخص کنید که موقعیت شما در کدامین مربع شبکه ای 1000 متری قرار گرفته است این
مقدار را از گوشه پایین سمت چپ بخوانید
559000 قرار گرفته است . and به عنوان مثال موقعیت شما در 4082000
دقت کنید که همواره ابتدا مولفه شرقی ( خط شبکه ای عمود ) را بخوانید و سپس مولفه شمالی
شبکه های افقی . همچنین توجه داشته باشید که دورقم بزرگ ( رقمهای اصلی ) و بقیه ارقام کوچک
می باشند . این نوع نوشتن ارقام خواندن آنها را ساده تر می کند
زاویه سنج را درون مربع 1000 متری که در آن قرار دارید ق رار دهید . حال می توانید مربع
کوچکتری که موقعیت شما در آن قرار دارد را مشخص کنید
حال می توانید ترکیبی از شبکه های عمودی و افقی مربع کوچک را برای مشخص کردن دقیق
559700 and موقعیت خود بکار ببندید . در واقع در این مثال موقعیت شما به صورت 4082100
در می آید
در واقع شما می توانید موقعیت خود را با
دقت 100 متر در 100 متر بخوانید
زاویه سنج نمایش داده شده در شکل مقابل
دقت فوق العاده بالاتری دارد
مشخص کنید که موقعیت شما در کدامین
مربع شبکه ای 1000 متری قرار گرفته است
این مقدار را از گوشه پایین سمت چپ
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559000 قرار گرفته است . and به عنوان مثال موقعیت شما در 4082000

1. دقت کنید که همواره ابتدا مولفه شرقی ( خط شبکه ای عمود ) را بخوانید و سپس مولفه
شمالی ( شبکه های افقی ) . همچنین توجه داشته باشید که دورقم بزرگ ( رقمهای اصلی ) و بقیه
ارقام کوچک می باشند . این نوع نوشتن ارقام خواندن آنها را ساده تر می کند
2 . نمایشگر افقی زاویه سنج خود را مطابق شکل با خط افقی 82 در یک راستا قرار دهید و آن را به
سمت راست یا چپ حرکت دهید تا زمانیکه درجه بندی عمودی بر موقعیت شما منطبق گردد
3 . در این حالت ترکیبی از موقعیت عرضی و عمودی موجود بر روی زاویه سنج را به مقادیر روی
559750 and . نقشه اضافه کرده تا موقعیت دقیق را بدست آورید . به این صورت خواهیم داشت
4082170
در این حالت در واقع شما می توانید موقعیت خود را بادقت یک مربع 10 متر در 10 متر محاسبه کنید.

منبع: http://tajfirooz-surveyor.persianblog.ir

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