شناسایی و بررسی ماکروبنتوزهای مناطق زیستگـاه مصنوعی سواحل
بحرکان
خوزستان
محقق: مجید شکاری
دکترای زیست شناسی دریا- جانوران
(ریس اداره شیلات
شهرستان بهبهان)
چکیده: این مطالعه به منظور شناسایی و بررسی فراوانی ماکروبنتوزهای زیستگاههای مصنوعی با قدمت 13 سال، در سواحل بحرکان واقع در شمالغربی خلیج فارس انجام گردیده است.
نمونهی ماکروبنتوز به صورت ماهانه از اردیبهشت 1395 تا فروردین 1396 در 4 ایستگاه
به صورت تصادفی با استفاده از گرب پترسون 225/0 جمعآوری شد. میانگین فراوانی
ماکروبنتوزها 26/90 ± 418 فرد در متر مربع از سطح منطقه مورد مطالعه قرار گرفت
که به ترتیب نرمتنان، سختپوستان و پرتاران غالب گروههای ماکروبنتوزی بودند.
بیومس کل ماکروبنتوزها در چهار ایستگاه نمونه برداری شد. در طول یک سال، 37/11 گرم،
که میانگین آن 84/2 گرم وزن تر در مترمربع از سطح بستر در کل سال مطالعه بود. آنالیز
دانهبندی رسوبات ایستگاههای مختلف میزان درصد سیلت- کلی را با دامنه (6/95–7/8) نشان میدهند میانگین
فصلی درصد ماده آلی در رسوبات ایستگاههای مختلف با دامنه (25/13- 47/4) درصد تخمین زده شد.
مواد و روش ها:
زیستگاههای مصنوعی در منطقهی بحرکان با موقعیت جغرافیایی
17° 49 طول شرقی و 54 °29 عرض
شمالی در جنوب استان خوزستان واقع شده اند. نمونهبرداری به صورت ماهانه از
اردیبهشت 1395 تا فروردین 1396صورت گرفت. به طور کلی 4 ایستگاه در نظر گرفته شد که
شامل A,B,C,D می باشند( مختصات ایستگاهها در
شکل 1 آمده است.)
![](data:image/png;base64,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)
شکل1: موقعیت زیستگاههای مصنوعی ایجاد شده در منطقه بحرکان خوزستان
نمونههای رسوب جهت آنالیز ویژگیهای رسوب، دانه بندی ذرات
و میزان درصد مواد آلی و مطالعه فون بنتیک، به صورت ماهانه از ایستگاههای مختلف
نمونه برداری شد. نمونه برداری رسوبات توسط گرب پترسون با سطح 225/0 متر مربع انجام پذیرفت و از هر
ایستگاه 3 نمونه برای شناسایی موجودات بنتوز و یک نمونه هم برای آنالیز دانهبندی رسوبات
و تعیین درصد مواد آلی نمونهبرداری گردید.
نمونههای رسوب برای مطالعه فون بنتیک، ابتدا در الک μ500 بر روی شناور تخلیه و شستشو داده شد و پس از
شستشو، باقیمانده رسوب در ظروف نمونه تخلیه و با الکل فیکس گردید. در آزمایشگاه
نمونه جمعآوری شده به پتری دیش منتقل شد و سپس به آن رز بنگال (یک گرم در لیتر)
اضافه شد و به مدت 20 دقیقه به این حالت نگه داشته شدند. پس از شستشو رنگ اضافی، نمونهها زیر لوپ مورد
مشاهده قرار گرفته و گروههای مختلف جانوری جداسازی گردید.. گروههای مختلف
شناسایی شده به طور مجزا در ظروف محتوی الکل 96 درصد نگهداری می گردند تا کار
شناسایی آنها در سطوح پائین تر تاکسونومیک ادامه یابد. از نمونهها توسط استریو
میکروسکوپ مجهز به سیستم عکسبرداری، عکس تهیه شد. جهت شناسایی نمونههای جانوری از
کلیدهای شناسایی مختلفی از جمله منابع زیر استفاده شده است:) Barnes, 1987; Jones , 1986; Hutchings, 1984; Carpenter and NIE, 1998;
Pavlokii, 1995; Sterrer, 1986 ; Al-yamani, 2012)
برای تعیین توده زنده(بیومس) وزن تر گونهها در یک نمونه،
ابتدا نمونهها بوسیله کاغذ جاذب به مدت 3 دقیقه آبگیری (خشک کردن نمونه) و سپس
وزن شدند (Holme and McIntyre, 1988).
تعداد گونهها، تراکم در مترمربع و همچنین بیومس نمونههای
مختلف شناسایی شده در هر سطح تاکسونومیک بر حسب وزن تر بر حسب گرم وزن تر بر مترمربع با استفاده از روش (Washington, 1984; Holme and McIntyre, 1984 )انجام و محاسبه شد.
مقدار مواد آلی رسوبات ( (TOM از روش سوختن ودانه بندی رسوبات با عبور از سری الکهای (به ترتیب
از بالا به پایین 4و2و1و5/0و25/0و125/0و063/0میلی متر) و به روش Holme and McIntyre, 1988)). محاسبه شد.
فرمول محاسبه TOM:
TOM =A-B/A-C×100 درصد
A: وزن کروزه و رسوب خشک شده به مدت
8 ساعت در دمای 70 درجه سانتیگراد.
B: وزن کروزه و رسوب سوخته شده به
مدت 8 ساعت در دمای 550 درجه سانتیگراد
:C وزن کروزه خالی
فرمول درصد دانهبندی:
=M×100/25درصد اندازه ذرات
M: وزن رسوب
باقیمانده(گرم)
نتایج:
در این مطالعه در چهار ایستگاه تعیین شده در سازههای
مصنوعی مستقر شده در منطقه بحرکان، در طول یک سال96- 1395، مجموعا تعداد
20064 فرد ماکروبنتوز جداسازی و شناسایی شده است. در بین گروههای شناسایی
شده سخت پوستان با 4796 فرد، پرتاران با 4312 فرد و دوکفهایها با 3872 فرد
غالب بودند. شکل 2 درصد فراوانی گروههای مختلف ماکروبنتوزی را نشان میدهد.
![](data:image/png;base64,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)
شکل 2: درصد فراوانی گروههای ماکروبنتوزی شناسایی شده در
منطقه زیستگاههای مصنوعی بحرکان
میانگین فراوانی ماکروبنتوزها 26/90 ± 418 فرد در متر مربع از سطح منطقه مورد مطالعه بود. فراوانی
کل ماکروبنتوزها ( تعداد در متر مربع) در ایستگاههای مختلف نشان میدهد که ایستگاه B بیشترین و ایستگاه D کمترین فراوانی را داشته است (شکل3). در شکل4 فراوانی کل
ماکروبنتوزها در ماههای مورد مطالعه نشان داده شده است.
![](data:image/png;base64,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)
شکل 3: فراوانی کل ماکروبنتوزهای شناسایی شده در منطقه
زیستگاههای مصنوعی بحرکان
شکل
4: فراوانی کل ماکروبنتوزهای شناسایی شده
در منطقه زیستگاههای مصنوعی بحرکان
نتایج آنالیز واریانس یکطرفه بر اساس فراوانی ماکروبنتوزهای
شناسایی شده، اختلاف معنی داری را بین ایستگاههای نمونه برداری نشان نمیدهد (P>0.05) اما در بین ماههای مورد مطالعه اختلاف معنیدار مشاهده میشود
(P<0.05). در شکل 5 میانگین فراوانی سالانه گروههای
غالب ماکروبنتوز در ایستگاههای مورد مطالعه ارائه شده است.
![](data:image/png;base64,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)
شکل 5 : میانگین فراوانی گروههای
شناسایی شده در منطقه زیستگاههای مصنوعی بحرکان
Normal
0
false
false
false
false
EN-US
X-NONE
AR-SA