谁能解释此现象？
<br /="/"/><div> 站在海边，一眼看过去，一望无际。哈，不对，我可见距离不是无限的。<br /="/"/><br /="/"/>为什么会这样？视力问题？可以用望远镜，可视野范围还是受到限制。<br /="/"/><br /="/"/>因为地球是圆的？应该不是吧。<br /="/"/><br /="/"/>有谁能解释此现象？<br /="/"/><br /="/"/></div><span style="display:none;">www.ddhw.com</span><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div>我来瞎掰一下：光传递无限，所以人眼可见距离也是无限的，受限制的是分辨率（像素）。
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>不是吗？我们可以看见月亮，太阳，几十甚至几百光年之外的星体，但看不见10米外的一只小蚂蚁、10公里外的一个人、100公里之外的一辆汽车、1000公里之外的一架飞机。总之，被看的物体的尺寸是关键：只要尺寸足够大，大到在你的视野里超过“分辨率” ，就能被你看见。---- 这个<span style="line-height: 17pt;">“分辨率”是一定的， 比如1/10000：即视野10000厘米，可分辨</span><span style="line-height: 17pt;">物体的尺寸是1厘米；</span><span style="line-height: 17pt;">视野10000米，可分辨</span><span style="line-height: 17pt;">物体的尺寸是1米；</span><span style="line-height: 17pt;">视野10000公里，可分辨</span><span style="line-height: 17pt;">物体的尺寸是1公里；。。。</span><span style="line-height: 17pt;">小于这个尺寸便被背景淹没，便是白茫茫一片。同样道理，我们可看见月亮，却看不见月亮表面的细节，就是因为这些细节小于那个</span><span style="line-height: 17pt;">“分辨率”</span><span style="line-height: 17pt;"> 了。</span></div><span style="display:none;">www.ddhw.com</span><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：谁能解释此现象？（图）
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>那就是说明地球是园的简单证据啊，你们可能不爱看小学课外读物。。。请看图：<br /="/"/> <input /="/" alt="" src="data:image/jpeg;base64,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回复：我来瞎掰一下：光传递无限，所以人眼可见距离也是无限的，受限制的是分辨率（像素）。
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>俺回来了。看了这几个贴子，觉得“<strong>瞎掰</strong>”的不是您！<img /="/" src="/img/2.gif"></img></div><span style="display:none;">www.ddhw.com</span><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：谁能解释此现象？
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>且不管别的词语，就“一望无际”而言，如果把“际”理解为“边界”，那么其原因是：（1）地球是近似球状，当海域很大时，看不到对岸，只能看到水面；（2）天水近乎一色；（3）水天交接处水气弥漫。</div><span style="display:none;">www.ddhw.com</span><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：谁能解释此现象？
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>冷眼看戏的Lili 没有怎么看过海？建议去看看，你会大吃一惊： 海平线怎么这样近，这么突然啊！<br /="/"/>没有去看之前，我们就按那个近似公式 OG = sqrt(2Rh) 算一下：<br /="/"/>地球半径 R = 6378公里 (大约)，xyh 眼睛到脚底距离 h = 1.7m (请 xyh 更正)，站在和海水相平的沙滩上，得到 xyh 和海平线之间的距离为4.66公里 (大约)。<br /="/"/>可见，xyh 充满诗意所言不虚："站在海边，一眼看过去，...... 我可见距离不是无限的"</div><span style="display:none;">www.ddhw.com</span><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：回复：谁能解释此现象？
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>你没把远处海浪高度算进去吧。<img /="/" src="/img/2.gif"></img> 建议你先把新新大哥“一望无际”中“际”字的含义说清楚。</div><div> </div><div>大海，俺看得多去了。刚乘飞机回美国，飞经太平洋，在一万多米高空平视远方，还是灰蒙蒙的一条水平宽带，看得远了（你算算，有多远），但还是“一望无际”，看不到边。 </div><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：回复：回复：谁能解释此现象？
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div><span idx="msglist"><span><span></span></span></span><span idx="userpost"><b>哈哈，就是因为一万多米比你新新大哥哥高得多，明白了吗？</b></span><span idx="userpost"></span></div><span style="display:none;">www.ddhw.com</span><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：回复：回复：回复：谁能解释此现象？（图）
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>百度百科里有海平线定义 (http://baike.baidu.com/view/824611.htm?fr=aladdin#1)：<br /="/"/>在海上以平视的角度看的时候,海面在远处消失,与天连接处有一条明显的界线,就是海平线。<br /="/"/><br /="/"/>所以，不是从飞机上看的。如果是诗情画意般说我们去看海吧，多数是去海边沙滩打赤脚看风平浪静的海和海平线。个子高看到海平线距离会远一点点，趴在沙滩上看可能距离为0了。<br /="/"/>(抱歉，我原来没有说清楚)<br /="/"/><br /="/"/>下面是百度百科里的海平线图，很近的，相当清晰<br /="/"/>http://baike.baidu.com/picture/824611/824611/0/d1a20cf431adcbefce33f0e9acaf2edda2cc9fde?fr=lemma&ct=single#aid=0&pic=d1a20cf431adcbefce33f0e9acaf2edda2cc9fde<br /="/"/><br /="/"/><br /="/"/><input /="/" alt="" src="/newfd/9/8c1d5b92" style="CURSOR: default" type="image"/><br /="/"/></div><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table>回复：谁能解释此现象？
<table cellpadding="8" height="100%" width="100%"><tr><td valign="top"><br /="/"/><div>能否把<strong><font size="4">现象</font></strong>说得更清楚些？</div><br /="/"/><br /="/"/> <div style="MARGIN-TOP:20px;MARGIN-LEFT:0;MARGIN-BOTTOM:0;float:left"></div></td></tr></table> cabbage=白菜？ 发表于 2014-7-14 10:21 那就是说明地球是园的简单证据啊，你们可能不爱看小学课外读物。。。请看图： ... 我在顶顶的没有注册的用户名是 cabbage=白菜？，不知为什么到这里被自动注册了。只好另外注册为 cabbage!=白菜 顶顶搬来我上面的帖子时漏掉了所附的图，我补回来。图是来自 mintaka.sdsu.edu/GF/explain/atmos_refr/horizon.html cabbage!=白菜 发表于 2014-12-7 00:20 我在顶顶的没有注册的用户名是 cabbage=白菜？，不知为什么到这里被自动注册了。只好另外注册为 cabbage! ... 给 大清兄 发站內消息 他会给你顶顶用的帐号密码 谢谢开开心心！ 我在顶顶只有用户名，没有注册的。移到了这里不管有没有注册都自动赋于密码？ 您说的站內消息在哪里发？如果是在顶顶我没有注册应该不能发站內消息吧？ 另外，严格地，怎么能证明我就是顶顶的 cabbage=白菜？呢？ cabbage!=白菜 发表于 2014-12-7 09:20 谢谢开开心心！ 我在顶顶只有用户名，没有注册的。移到了这里不管有没有注册都自动赋于密码？ 您说的站內消 ... 点大清兄名字 选 发送消息 顶顶沒注册不成问题 这儿有你的帖就可以 你联络下 大清兄 有回复 置顶 喇叭会有提示 开开心心 发表于 2014-12-6 20:32 点大清兄名字 选 发送消息 顶顶沒注册不成问题 我给你发了密码了！登录进这个帐号后，你会看到的。 我想，不管你原来在顶顶的ID是否注册，这里都自动注册了。 另外，我相信你肯定是白菜问号兄，哈哈 感谢开开心心的详细说明。 cabbage!=白菜 发表于 2014-12-7 15:03 感谢开开心心的详细说明。 现在试试用 cabbage=白菜？ ID 登录 这个 ID 是你的 大清太平 发表于 2014-12-7 14:56 我给你发了密码了！登录进这个帐号后，你会看到的。 我想，不管你原来在顶顶的ID是否注册，这里都自动注 ... 谢谢您的信任，已经把 cabbage=白菜？拿到手了。 开开心心 发表于 2014-12-7 18:58 现在试试用 cabbage=白菜？ ID 登录 这个 ID 是你的 谢谢开开心心！ 我已经拿回 cabbage=白菜？ 了。
页:
[1]