به گزارش
خبرنگار علمی باشگاه خبرنگاران؛ در اوایل دهه ۱۹۴۰، زمانی که
ریچارد فاینمن هنوز دانشجوی دوره کارشناسی در دانشگاه پرینستون بود، تفسیر
جدیدی درباره ماهیت پادماده ارائه داد. فاینمن هنگام تحقیق درباره
الکترودینامیک کوانتومی (QED) متوجه شد که پادمادهای که با زمان به جلو
حرکت میکند، از ماده معمولی که با زمان به عقب حرکت میکند، قابل تشخیص
نیست.
دانشمندان میگویند این کشف تفسیر کاملا جدید اما معادلی از
پادماده را امکانپذیر ساخت. به عنوان مثال، اگر ما یک الکترون را در میدان
الکتریکی به حرکت درآوریم، در جهتی، مثلا به طرف چپ حرکت می کند. اگر یک
الکترون، با زمان به عقب میرفت، میبایستی به طرف راست حرکت کند. اما یک
الکترون که به سمت راست حرکت کند، به نظر ما خواهد آمد که بار آن مثبت است،
نه منفی. بنابراین، الکترونی که با زمان به عقب حرکت می کند، با پاد
الکترونی که با زمان به جلو میرود، غیر قابل تشخیص است.
دانشمندان
ذراتی که با زمان به عقب میروند، تفسیر جدیدی از نمودارهای فاینمن ارائه
میکنند. فرض کنیم که یک الکترون و یک پادالکترون در حال برخورد داریم که
انرژی انفجار گونهای آزاد میکنند. اگر ما پیکان پاد الکترون را ، مثل آنکه
با زمان به عقب میرود عوض کنیم، میتوانیم تفسیر جدیدی از این نمودار ارائه
دهیم. در تفسیر جدید، یک الکترون با زمان به جلو میرود، یک فوتون انرژی
آزاد میکند و همان الکترون با زمان به عقب میرود.
در واقع فاینمن
نشان داد که تمام معادلات الکترودینامیک کوانتومی، چه تشریح کننده پادماده
باشند که با زمان جلو میرود و چه ماده معمولی که با زمان به عقب میرود،
یکسان هستند. این وضع عجیب موجب شد که نظریهای به نمادی نا آشنا، از سوی
جان ویلر از دانشگاه پرینستون پیشنهاد شود. به موجب این نظریه، تمام جهان
درست از تنها یک الکترون ساخته شده است.
زمانی که فاینمن در
پرینستون دانشجو بود، روزی استاد راهنمای او، ویلر، با لحن مهیجی ادعا کرد
که او اکنون میداند چرا همه الکترونها در جهان مانند هم هستند. ویلر
پیشنهاد کرد که این موضوع را میتوان به این طریق توضیح داد که همه
الکترونها به این علت شبیه هم هستند که در واقع همه، همان الکترون هستند.
برای
مثال، به تولد جهان در لحظه ی بیگ بنگ بیندیشیم. فرض کنیم که از آشفتگی و
آتش بیگ بنگ، تنها یک الکترون بیرون آمده است. این الکترون، با زمان به جلو
حرکت میکند. میلیاردها میلیارد سال میگذرد تا رویداد آسمانی دیگری، مانند
نابودی جهان و پایان زمان فرا می رسد. این تجربه تکان دهنده، به نوبه خود،
جهت الکترون را عوض میکند و آن را با زمان، به عقب میفرستد. زمانی که همین
الکترون به بیگ بنگ بر میگردد، جهت آن یک بار دیگر تغییر میکند. الکترون به
الکترونهای دیگر تقسیم نمیشود. الکترون بدون تغییر میماند و مثل توپ پینگ
پنگ، بین لحظه بیگ بنگ و پایان جهان گذر میکند. حالا هر کسی که در قرن
بیستم، بین بیگ بنگ و روز پایان جهان نشسته است، به وجود تعداد زیادی
الکترون و پادالکترون پی خواهد برد.
اگر این نظریه درست باشد، به آن
معناست که الکترونهایی که در بدنهای ما وجود دارند، همان الکترونها هستند
با تنها این تفاوت که الکترونهای من میلیاردها سال قدیمیتر از الکترونهای
شما هستند. همچنین به توضیح این اصل بنیادی شیمی کمک میکند: همه الکترونها
مشابه یکدیگرند. (نوع جدید این نظریه آن است که جهان تک ریسمانی داشته
باشیم.) آیا نظریه تک-الکترون ویلر، وجود همه مواد را در جهان توضیح میدهد؟
آیا ماده میتواند با زمان به عقب رود و پاد ماده شود؟ پاسخ به این سوالها
به صورت ظاهری مثبت است. اما طبق نظریه الکترودینامیک کوانتومی، هیچ
آزمایشی نمیتوان انجام داد که بتواند ماده را که با زمان به عقب میرود، از
پادمادهای که با زمان به جلو میرود، تشخیص دهد. بنابراین، هیچ اطلاع قابل
استفاده ای را نمی توان در زمان به عقب فرستاد و این امر، امکان مسافرت در
زمان را از بین میبرد. اگر ما پاد ماده میبینیم که در فضا معلق است، ممکن
است از آینده رسیده باشد ولی نمیتوانیم از آن، برای فرستادن سیگنال به زمان
گذشته استفاده کنیم.
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نمودار
فاینمن نوعی نمودار است که از طریق چهار بعد مسیر حرکت ذرات بنیادی را
نشان میدهد و نخستین بار توسط ریچارد فاینمن فیزیکدان آمریکایی استفاده
شد.
انتهای پیام/