دانشمندان از حل مشکل شناسایی جهت چرخش مرکز زمین خبر دادند.
دانشمندان
دانشگاه لیرز با حل معمای 300 ساله در مورد جهت حرکت مرکز زمین به آن
پایان داده و این حرکت را جدا از هر گونه حرکتی در لایه های مختلف به سمت
شرق اندازه گیری کردند.
![](data:image/jpeg;base64,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)
هسته ی زمین که از آهن و کمی نیکل تشکیل شده عملا ماگما يا مذاب بوده و در فشار و دمای بسیار بالا قرار دارد.
تیم تحقیقاتی دانشگاه لیرز معتقدند هسته ای بیرونی زمین در جهتی مخالف هسته یعنی به سمت غرب حرکت دارد.
لیور
مور مسئول تیم تحقیق می گوید میدان مغناطیسی که هسته ی درونی سمت شرق
ایجاد می کند سبب چرخش سریع تر زمین شده اما به جهت مخالف بودن با هسته ی
بیرونی از بیرون زدگی و حرکات نامتاوزن جلوگیری به عمل خواهد آورد.
به
گفته پژوهشگران هسته ی آهنی داخلی زمین تقریبا به اندازه ی ماه است که توسط
یک هسته ی بیرونی مایعی احاطه شده و توسط جریان همرفت گرمایی بین این دو
گرما تبادل می شود.
محققان تغییرات و نوسانات میدان مغناطیسی زمین را در
طی 50 سال گذشته ناشی نوسانات در داخل هسته ی داخلی دانستند و آنرا به
عوامل دیگر ستاره ای نیز نسبت داده اند.
هم اکنون در ابر کامپیوتری در
روزا سوئیس به شبیه سازی هسته ي زمین با دقتی حدود 100 برابر بهتر نسبت به
سایر مدل ها اجرا گردیده است./ع2