首页
外语
计算机
考研
公务员
职业资格
财经
工程
司法
医学
专升本
自考
实用职业技能
登录
外语
Black Holes 1. Black holes can be best described as a sort of vacuum, sucking up everything in space. Scientists have discov
Black Holes 1. Black holes can be best described as a sort of vacuum, sucking up everything in space. Scientists have discov
admin
2014-02-28
39
问题
Black Holes
1. Black holes can be best described as a sort of vacuum, sucking up everything in space. Scientists have discovered that black holes come from an explosion of huge stars. Stars that are near death can no longer burn due to loss of fuel, and because its temperature can no longer control the gravitational(重力的)force, hydrogen ends up putting pressure onto the star’s surface until it suddenly explodes then collapses.
2. Black holes come from stars that are made of hydrogen, other gases and a few metals. When these explode it can turn into a stellar-mass(恒星质量)black hole, which can only occur if the star is large enough(should be bigger than the sun)for the explosion to break it into pieces, and the gravity starts to compact every piece into the tiniest particle. Try to see and compare: if a star that’s ten times the size of the sun end up being a black hole that’s no longer than 70 kilometers, then the Earth would become black hole that’s only a fraction of an inch!
3. Objects that get sucked in a black hole will always remain there, never to break free. But remember that black holes can only gobble up(吞噬)objects within a specific distance to it. It’s possible for a large star near the sun to become a black hole, but the sun will continue to stay in place. Orbits(轨道)do not change because the newly formed black hole contains exactly the same amount of mass as when it was a star, only its mass is totally contracted that it can end up as no bigger than a state.
4. So far, astronomers have figured out that black holes exist because of Albert Einstein’s theory of relativity. In the end, through numerous studies, they have discovered that black holes truly exist. Since black holes trap light and do not give off light, it is not possible to detect black holes via a telescope. But astronomers continue to explore galaxies(银河系), space and the solar system to understand how black holes might evolve. It is possible that black holes can exist for millions of years, and later contribute further process in galaxies, which can eventually lead to creation of new entities. Scientists also credit black holes as helpful in learning how galaxies began to form.
A. What are black holes made of?
B. Is there proof that black holes really exist?
C. How were black holes named?
D. How are black holes formed?
E. What are different types of black holes?
F. What happens to the objects around a black hole?
Paragraph 4______.
选项
答案
B
解析
最后一段讲到天文学家通过爱因斯坦的相对论,证明了黑洞的存在。所以第四段主要讲了证明黑洞真正存在的证据。
转载请注明原文地址:https://jikaoti.com/ti/D06sFFFM
本试题收录于:
职称英语理工类B级题库职称英语分类
0
职称英语理工类B级
职称英语
相关试题推荐
ABiologicalClockEverylivingthinghaswhatscientistscallabiologicalclockthatcontrolsbehavior.Thebiologicalclo
TeachingandLearningMedicineAwardTwoscientistswhohavewonpraiseforresearchintothegrowthofcancercellscouldb
HowTwoGreatConflictsHelpedtoChangeEuropeNinetyyearsagoonasunnymorninginNorthernFrance,somethinghappenedt
Accordingtothemostrecentresearchonparenting,caretakerstendtousethreestrategiesfordiscipliningchildren.Power
ScientistsDevelopWaysofDetectingHeartAttackGermanresearchershave(1)anewgenerationofdefibrillatorsandearlywarn
Therulesaretoorigidtoallowforhumanerror.
Thepolicemanwrotedownalltheparticularsoftheaccident.
Sheseemedtohavedetectedsomeangerinhisvoice.
Georgeisveryproudofhisnewstatusinthecompany.
HenryManleywasalreadydeeplyindebt.GeorgeStrongwasthebestengineerinHenryManley’scompany.
随机试题
甲状腺手术病人术前应练习的体位()。
扩张型心肌病超声心动图示
发生空气栓塞时,应防止空气阻塞
按照弗农的产品生命周期理论,企业进行对外直接投资首先发生在()。
下列关于投资分散化原则的说法中,正确的有()。
物业管理服务的特点是()。
无民事行为能力人由()代理民事活动。
在市场经济条件下,调节()的供应量和需求量的平衡,是调节社会总需求与总供给平衡的关键。
社会保障,指依据一定的法律和规定,为保证社会成员的基本生活权利而提供的救助和补贴。根据以上定义,下面哪种情况属于社会保障?
A、sentencedtodeathB、questionedatapolicestationC、foundresponsibleforfivedeathsD、innoconnectionwiththemurdersB
最新回复
(
0
)