看了相关科普，感觉宇宙热寂假说一点不靠谱啊
本帖最后由 cxj649 于 2026-4-2 18:37 编辑就只是绝对时间观里的推演，还推演印度数值年的结局
然后和维度学说有点冲突，和黑洞白洞也冲突，回归定理也冲突
就是一个夏虫语冰的假说
你反过来想，也许是热寂靠谱，和热寂冲突的不靠谱。 本帖最后由 cxj649 于 2026-4-2 18:41 编辑
无** 发表于 2026-4-2 18:37
你反过来想，也许是热寂靠谱，和热寂冲突的不靠谱。
不靠谱，这东西和其他物理学冲突
不如说才150亿，推演印度数值年事情，现在证明150亿这数字也是可能错的
冷寂是吧，能量随着宇宙膨胀红移消失。 那哪个靠谱呢？大撕裂还是彭罗斯回归？说到底这个命题现在纯图一乐，掌握到的有效信息太少了推不出什么来 本帖最后由 cxj649 于 2026-4-2 18:47 编辑
chuchoselph 发表于 2026-4-2 18:44
那哪个靠谱呢？大撕裂还是彭罗斯回归？说到底这个命题现在纯图一乐，掌握到的有效信息太少了推不出什么来 ...
是啊，都是纯图一乐
主要是热寂这玩意在民科比较推崇，动漫游经常提
然后补了相关科普，只能都是夏虫语冰
循此苦旅 发表于 2026-4-2 18:47
庞加莱回归的数值只会更夸张
知道，只是吐槽民科比较推崇热寂 热寄假说已经out了，罗杰彭罗斯提出的升级版本共形循环假说现在比较in 本帖最后由 cxj649 于 2026-4-2 18:56 编辑
处男鉴黄师 发表于 2026-4-2 18:51
热寄假说已经out了，罗杰彭罗斯提出的升级版本共形循环假说现在比较in
热寂主要还是太绝对时间观了，但时间并不是绝对
150E也是太早了
这有啥靠谱不靠谱。你甚至都没多少手段去验证观测是不是准确 thisism 发表于 2026-4-2 19:06
这有啥靠谱不靠谱。你甚至都没多少手段去验证观测是不是准确
是民科问题，动漫游喜欢这个 打听一下大爆炸理论被证伪了吗？我记得很早就有人提出过宇宙没有中心，各个地区的物理法则可能不一样。还有武仙-北冕座长城超级结构这样反常的部分。 素盏鸣尊 发表于 2026-4-2 19:10
打听一下大爆炸理论被证伪了吗？我记得很早就有人提出过宇宙没有中心，各个地区的物理法则可能不一样。还有 ...
难道宇宙中真的有修仙种族？ 素盏鸣尊 发表于 2026-4-2 19:10
打听一下大爆炸理论被证伪了吗？我记得很早就有人提出过宇宙没有中心，各个地区的物理法则可能不一样。还有 ...
没有。至少可观测宇宙没有发现物理定律不一致的迹象，从上百亿光年的类星体的光谱测量精细结构常数都没变化，星系长城之类大尺度结构还在目前宇宙学模型能解释的范围内 塔奇克马 发表于 2026-4-2 19:13
难道宇宙中真的有修仙种族？
想起有个抖音up把蚩尤之战设定为维度战争来着
3.82 复制打开抖音，看看【饱饱学长的作品】盘古学院（63）：神之相（2） # 科幻 # 宇宙... https://v.douyin.com/KlXj9BLNj5Q/ 08/02 Fuf:/ Z@z.gb
—— 来自 HONOR PPG-AN00, Android 16, 鹅球 v3.5.99 然后和维度学说有点冲突，和黑洞白洞也冲突，回归定理也冲突
维度学说是啥？
白洞证明存在了吗？
回归定理是啥？ 以前说是加速膨胀，所以热寂是必然的
最近是不是又变成了膨胀的速度在变慢了？ 火烧云 发表于 2026-4-2 23:57
以前说是加速膨胀，所以热寂是必然的
最近是不是又变成了膨胀的速度在变慢了？ ...
加速膨胀是大撕裂，怎么热寂必然？ 火烧云 发表于 2026-4-2 23:57
以前说是加速膨胀，所以热寂是必然的
最近是不是又变成了膨胀的速度在变慢了？ ...
加速膨胀是大撕裂假说 先不提时间尺度的问题，热寂也只是个假说罢了，前提是宇宙学常数大于等于1。如果小于1的话可能几百亿年就会坍缩成宇宙级黑洞，再次宇宙大爆炸了。
而且如果从数学尺度上讲，宇宙可能比想象中更永恒一点。比方说：
1，庞加莱回归。由于量子力学的不确定性原理，理论上存在不为0的可能性通过纯随机的方式重置到宇宙过去的状态，只要“时间”足够长就行。这个时间指的不是我们现在说的时间，而是宇宙本身存在的基数，因为我们现在的时间本身跟空间就是一个维度，所以宇宙本身存在的基数并不能以时间这个单位来衡量。
关于这个问题可以看这个视频
[庞加莱回归：人真的有轮回？-哔哩哔哩] https://b23.tv/wU1maOk▸
2，多元宇宙假说。我们能看到的宇宙空间是可观测宇宙，对我们来说可观测宇宙半径465亿光年，但是可观测宇宙并不是宇宙空间本身的尺度，宇宙空间的实际尺度可能更大，甚至可能是无限大的。所以如果在我们的可观测宇宙之外，比方说距离我们930亿光年的地方，也可以用半径465亿光年画出一个可观测宇宙，那个地方的可观测宇宙跟我们完全不重叠，相当于是一个多元宇宙。这样一来发生在我们这个宇宙的宇宙毁灭事件由于受光速的限制，其影响并不能传递到那个多元宇宙。所以即便我们这个宇宙毁灭了，那也只是我们这个可观测宇宙的毁灭罢了。
关于这个多元宇宙假说，可以看这个视频
[[俗说宇宙]宇宙外面是什么？10^10^29米之外有另一个你！-哔哩哔哩] https://b23.tv/onjs9uz▸
[[俗说宇宙]宇宙外面是什么？如何去到平行宇宙？-哔哩哔哩] https://b23.tv/g8COEMf▸
3，永恒暴涨理论
我们目前的宇宙之所以出现可观测宇宙半径除以光速大于宇宙年龄的情况，科学家一方面是因为空间也在膨胀，另一方面科学家认为宇宙大爆炸早期很短的时间里存在暴涨，这段时间里由于四大基本力还未形成，所以无法用现有物理去描述，在暴涨期间宇宙的空间膨胀速度远远超过光速(实际上那个时候还没有光速因为电磁力还没有出现)。我们现在的宇宙空间只是暴涨速率降低之后的稳定状态。但是这就意味着我们这一块宇宙空间可能只是整个宇宙的一小部分，也许宇宙的很多其他部位仍然处于暴涨之中，进一步的，其他暴涨区域中间也可能存在和我们的宇宙空间一样的暴涨暂停部分，那个宇宙空间可能遵循跟我们完全不同的物理规则，因为我们处于不同的暴涨状态下，四大基本力的强度完全不一样，而且中间被暴涨区域隔开，暴涨区域的物理规则跟我们暴涨停止的区域完全不同。因此两个暴涨暂停的区域之间的所有可观测宇宙都不可能相互联通。因此，即便我们所处的宇宙空间以大挤压这种方式以超光速的方式完全毁灭了，那么暴涨场隔开的其他暴涨停止区域的所有可观测宇宙也并不会受到任何影响。
关于这个问题可以看这个视频
[不得了！科学家证明多元宇宙可能存在-哔哩哔哩] https://b23.tv/KoZ1Oqt▸
[多元宇宙可能真的存在！而平行世界纯粹是胡说八道-哔哩哔哩] https://b23.tv/ANAEcwr▸
热力学不讲时间的，而且前提是没有物质交换了
—— 来自 S1Fun 有没有可能你也是民科？ 就人类这点儿寿命，什么宇宙上的理论不是假说，不是“夏虫语冰”？
还以为你是相关专业领域的研究者，结果就是看了几个B站视频 本帖最后由 cxj649 于 2026-4-3 08:51 编辑
wlhlz 发表于 2026-4-3 08:45
有没有可能你也是民科？
只是吐槽文学作品推崇热寂，更是发明了冷寂
再比如这样:
我刚问了gpt，宇宙热寂，人类必然灭亡，是终极命运 不可逆。那咋办啊？ +
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**Mnw73g6rNabyU841d6iLm0X45p/Wn/ENtU1aqNNZ2OT56yV2Tl8vEN3pbPw/Fo46PfO+Or6F9tsxu7MQ+SVezp98tz/Y43qNijKQOaYPakPpPJQK79Y+z0fun4r1bVuXrUXHqybNw4TdCmEX78+OkQ7t9oby8ezi+fPXjbGEZfIXw62HmcXjbQd5dFH7yW7yP3IXXfuL+7FB87PNPRdBddbffKl/u8vXv//uMHbwb7gffso+O/q07eWs1fus3/lFPCbAMTHpTCwNkerlLMZmqBkUfyDCoiSiQ5+Z1UNSOVk7uW/nlnNbdB9u4gTPVOTdgYoNOjCoxZcra+U0q+lcer7H+jDfFZLe5Ybbq8je3dMMONuuERsqQPLI75GOgK67+Zq43uOhfOac3GFNnskPa3Hfe+EPT683QP9rTfEGHMtY/6bI3+Q5DjTq17vpTJxe2vL7jocmC96X+y466/jhB6iu3e179H2PWmOwVeSwjUrfGUneCNXbRLrE1/E5X+lFfHbrTGWzRmGX/Sb5wrcVetk/b0tdXZ5wXror2i82xf0R2xLYUG0nv/VGmyXYbpiu/FW1M/aa0L/gunxtuu+G3qqtjT82M/b5XPjD1JH8mP+R4W75yv6/8bRisn/xo9Tnfh6V+z6qUJb6r2TE2iH9S+hiP4ruWYcZpyaPtKdKWE/SCgyqdj5uc69iWmQixFVtn3afqPGO+l35OPFZ2Fm1Qlrzd2SYfhw6X2W+5DxuOi74YzidWtJ7ez5bwa8S0sEmuN4RoUUdVRufasP2ddkr9xZg9NE5aTkNs5J6qY5T8brhTfvRhv99CDPqvB04k9o9z75trDBKfLlT4BVG28aO3Z7wMpuojg4961i+CyTt5g497Wn78DuSQuAz2IPyquFgf7uHxLgu/tjgr/m3DH//AffOn77sLr225I3/9N+4Pv/Wy+8af/tAd+4XNe8UdU/Hodwo33c9W5CUvY4Wf/Ibg4GbeNRi/MqarYTooyk29O2CnG5nCIgNwmriGm8CsATHYVN3wtbxd+PSTveLmFEVU38Q/1RkG9CS20vm604QbiP1/hmnCUdWrg3fv7k26gVWTqDhRCPGM/2PQp63S1eeqCYbWXy4GSHu6sfVp63im2JY+aPk4Tdp6/VaWkW2b87zY2OPnvjJ3chNuTs6KtnV92OwfydbQP2SiIX3ET+xa/vUTwMZkqhFbb6M8OlpPdE3ajk2pDV37+/zXe76IRewX1RtXxcbumBD6Wt+ky59Pfgt8FPHw3LcnjFpX07/GL71tSv4ZyeVe+MAzIX1f/BbHgHRuQBgl28oxq/BlNRZ04qUi0dcnPpd7RMs3FU+1r+vvo3f8bPvKdkgMfZyVFW9jn33WZrF1TDqbZ8xx6YPU96q2p/OJtdAfSqEQzinP/byGthx8dvie6v3UEIZFH7TjUcuXck59nWyvYhBjktsi9jX6al2OsGrrj+WLr2aP96Xfs6/y+cC8nRtZrspd2G58bOzHxsXm2YPjhQm/HYo+Hz/9/d6Y9s+/4/cpwm8+IW76bO4jY2KzO2l2Tfhdfe3vvIj7w2/90P2BiLu/vxH+j9+dN923CxEX/o/fzdeqf96+8XN34SMRf5+4X/70ZPmo58YZd3NNHvX0g2N6dMLeHOXYiIXiBpQH5PRjeg+GyeMnWJo/D6IFND5NGNhn36QEoJEDZ8+NoKi7Ajnc3NReC2to65B99gYjx/nGZcuRYymrMWnouSmKvRofe5P1tkgbixtg9PHFLT+5CjcrEX7Z9+UNvGprEd/Sbp9P62qlK2Id87bSxXP+RQWtG3pxrvZTj++qOJYxrlaiDW/Jn40Jgy1jOJ6lnzRf9n37uo2J5pF6CsY68e0rq/98ipvxe6pDztnd7ejHlGfwsaXMlLc/+bWO2bBtdT+xdUu58j3Zm+Jsx6hG+Q2/STmprsZ1qSv7X/uR/c1TY/IZWS3tGzk+GV8nu8w52693ywd5Ic/4z8ctjwO2ruwzkz6NRxrnkgPJk/pV9I9vX2csMGVGDut87e9tWxODMkb5uo67I+l/UcY8HRsCO9lmbVODqcSeXBs3Dvlydcws8veUX3GZFvzq9lTjlb8/VOe8P7xfh9oUWA38heOS5WyntKXvmq/LsHtw87J5aiiX4eMyyx/eZjsOlnzZuvLxtn9TrxWI6aUtvfWF9gpjBze30hMOuUxjt2deGDLMVvHMY0eZr1vesJ9D+mhbr+2z6tjB9YUIv/nEmDzimR/dfOTCI5+zd+SCz2bXdX3rR8UbRf2jniN2Idnx2wFPVf/o9oP5y9w14ffg+s/dn9jf8fUcf+P7l91tEXGfvuu+UwhC+2inPf6hO/LW**eDbW7hYs9HtrxkwGrnHj0D27hRnaq51EdDaTkL2/Of**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**XLyFB8OnbmMlu8Z98EG21fTzb01Cdt6PTnRv0pjbZlqL2NurKvWuNOaF//OCnXM2+enYaN2Q/GXw07F5ZupPBbWP172dY560L4LYnJKk67KvzkzZc33znjjmy87B/3VCH3jb/6O3f89RvtxzU/uuF+duLv3De/9cMsGv/0h+6bf73l/v6dj1Zmp2/8Wz1XI7BP4qBCm2EPBmAABmAABmBgaQyI8Pvq19xX5O+/vurCv5d5suMhgs/746tfc9++8GT7YmlcGvG368JPBdJUP4ce9VyFgGIDgwoMwAAMwAAMwAAMwAAMwEDNAMJvzkdIEX50oroT8R0mYAAGYAAGYAAGYAAGVp0BhB/Cb61eQ7vqHQr7GPRhAAZgAAZgAAZgAAZWkQGEH8IP4WeefV7FTopN3DxgAAZgAAZgAAZgAAYelwGEH8IP4YfwgwEYgAEYgAEYgAEYgIGJM4DwQ/jRySfeyR93dYj8rDDCAAzAAAzAAAzAwPozgPBD+CH8EH4wAAMwAAMwAAMwAAMwMHEGEH4IPzr5xDs5K3Trv0JHDIkhDMAADMAADMDA4zKA8EP4IfwQfjAAAzAAAzAAAzAAAzAwcQYQfgg/OvnEO/njrg6RnxVGGIABGIABGIABGFh/BhB+CD+EH8IPBmAABmAABmAABmAABibOAMIP4Ucnn3gnZ4Vu/VfoiCExhAEYgAEYgAEYeFwGEH4IP4Qfwg8GYAAGYAAGYAAGYAAGJs4Awg/hRyefeCd/3NUh8rPCCAMwAAMwAAMwAAPrzwDCD+GH8EP4wQAMwAAMwAAMwAAMwMDEGUD4Ifzo5BPv5KzQrf8KHTEkhjAAAzAAAzAAA4/LAMIP4YfwQ/jBAAzAAAzAAAzAAAzAwMQZQPgh/OjkE+/kj7s6RH5WGGEABmAABmAABmBg/RlA+CH8EH4IPxiAARiAARiAARiAARiYOANPPfryC8cfPoABGIABGIABGIABGIABGICB6TLw1PUH9xx/430gnWH74X3+8AEMwAAMwAAMwAAMwAAMwMDaMIDwm1P4IvwQvQh/GIABGIABGIABGIABGFg3BhB+CL+1WaVYt86FvdwQYAAGYAAGYAAGYAAGVoUBhB/CD+HHIwowAAMwAAMwAAMwAAMwMHEGEH4IPzr5xDv5qqwyYQcrnjAAAzAAAzAAAzCwPAYQfgg/hB/CDwZgAAZgAAZgAAZgAAYmzgDCD+FHJ594J2dlbXkra/ge38MADMAADMAADKwKAwg/hB/CD+EHAzAAAzAAAzAAAzAAAxNnAOGH8KOTT7yTr8oqE3aw4gkDMAADMAADMAADy2MA4YfwQ/gh/GAABmAABmAABmAABmBg4gzsmfC7+tG2e3v7mnvj5lX3uvk7c+umu/zRh+76nAJsWen5B+7LW6VghQjfwwAMwAAMwAAMwAAMwMDOGNgT4Xf1wxvujBF7VviF42vuzQ/XQ/wh/HYGGh0Uv8EADMAADMAADMAADMDA8hhYvPC7f8udHxR9ugN43V2+f2/ld/7GCL9TL224jWOvusvFdvEZ98JG6/wV98qxDbch12b9pTI1z4vulNRx7VX3Xcn70pm4RS91xWuFDQa0Th5zrS+Pnrd5/fEx98q1mF+vzWqLv27yPazapHU95qePxYatJ/vruz++kn3Xsjf5877bPv+ij88L50M7Q7ndmPkyH953l398zMSj69uuXZEPY8cLL4U6W1yoHWnwrOxL573/QtlqW3mtaxvX8QkMwAAMwAAMwAAMTI+BhQu/K7evF492vv7+DffLj++5q7/ddm++r6IvfJ67s/q7frsv/IahsgIjT/YrERkn/Tqx96LDC4h+8adpcpnDdhSdX8XdS2eCwJG6VJSaa0WeSsB1hI/mM8KnJXjkXGinCkUrviqB9/C+69QjdqS6evyj1weEn2+bFVsxT7AtiziNSe2Lrl0xT/LpMffKj0ux2alT2ye+t7ZUvt5+iPCr/c/3Ofp7hyfywg8MwAAMwAAMrCMDCxd+l7dLcXf2dhZ3V+9UonD71nrv+MXJdyFYknjIYiBdV7HUM7Fqiz4jXGLZLRFXn7NlpfqHRNZLZ6JossJqxrG0pyWaGu0rhU8UcTP8UXawMk9o7zH3wkvHenZORRTGGBx71Z2SHbmNDdcUvkUbGnGLu6mhzigeK/G9LTuYL73qTp1/1b0wc0dXyoj1qN/7xFwh8Fq2xRil/LndfSK09CsDOf6AARiAARiAARiAgSkysGDhd9u9Ve3qvXnPPM5570b5spf3b7p3V/wlL4M7fjIpP/aqeyU+6unFRS38Rokbu5vV3cXSxw5HCTi7G+cFmJbdKLch0NrQZwF**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**xEX263tyPZLbNROtS/GS4Xf+Ry/9HtLLxaHfGvyFD7nfItdzsEFDMAADMAADMDAOjKwJ8JPBNPVj7bd29vXyn/YfvOqO3Prhrt47+7K/7ZPHykdI/zWEQRsZ**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**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
地球没了，人类还能移民火星，整个宇宙热寂后。所有恒星，所有物质能量都没了，那人类岂不是要绝种了？
我国该怎么做来对抗宇宙热寂？
本帖最后由 cxj649 于 2026-4-3 08:59 编辑
松川奈々 发表于 2026-4-3 08:49
就人类这点儿寿命，什么宇宙上的理论不是假说，不是“夏虫语冰”？
还以为你是相关专业领域的研究者，结果 ...
不是是不是研究者问题
是动漫游经常提，但……嗯，你懂的
文学作品还有个 冷寂 这词
就是在龙空NGA之类经常有人闲得蛋疼提热寂冷寂
主要时间不是线性的 热寂是不是可以理解为，释放能量是一个均贫卡的过程，宇宙的所有能量都用完了就会变成大家平均能量都差不多的一个废墟。但是担心这个还不如担心二三十亿年后太阳寿命耗尽的问题。何况担心太阳寿命耗尽已经是非常杞人忧天了。 难说 发表于 2026-4-3 09:15
热寂是不是可以理解为，释放能量是一个均贫卡的过程，宇宙的所有能量都用完了就会变成大家平均能量都差不多 ...
就是这么个理 难说 发表于 2026-4-3 09:15
热寂是不是可以理解为，释放能量是一个均贫卡的过程，宇宙的所有能量都用完了就会变成大家平均能量都差不多 ...
哥们 你担心太阳爆炸之前 还不如担心一下太阳系下次转到银河系现在的位置时人类还在不在 因为上次到现在的位置时还是恐龙的天下 你要非说现实点的问题，那还轮不到肉人关心太阳，肉人的生理结构根本不适合上太空，随便一点宇宙射线粒子束，就把肉人打出癌症或者不孕不育或者打乱dna了 狼狼打鸡 发表于 2026-4-3 10:50
你要非说现实点的问题，那还轮不到肉人关心太阳，肉人的生理结构根本不适合上太空，随便一点宇宙射线粒子束 ...
生态缸里的生物光在缸里能活已经不错了 我觉得人类文明，或者把自己视作人类文明的物种都不一定能存续十万年 有个说法，热寂是平行世界存在的基础，让各类意外诞生的短命平行世界最终都导向同一结局消亡的机制 小瘦猴子还是多想想明天的2000大卡去哪找吧，庞加莱回归宇宙热寂黑洞蒸发质子衰变室女座大碰撞太阳终结板块漂移超新星爆炸大冰期北极星变动都太远了 cxj649 发表于 2026-4-3 08:33
先不提时间尺度的问题，热寂也只是个假说罢了，前提是宇宙学常数大于等于1。如果小于1的话可能几百亿年就会 ...
其实就一句话，我不相信宇宙是一次性的。热寂就意味着有始有终，我觉得不可能。
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