5.1 英语连读 - Strong and weak form 弱化现象weak form (弱化现象)是英语连读中常见且最经常被忽略的语言现象。由于中文的特点,(绝大多数情况)字词之间没有轻重,长短,以及音调的差别。很多人在使用英文时会过分强调所有的音,而忽略一些音的弱化现象。本节课通过几
weak form (弱化现象)是英语连读中常见且最经常被忽略的语言现象。由于中文的特点,(绝大多数情况)字词之间没有轻重,长短,以及音调的差别。很多人在使用英文时会过分强调所有的音,而忽略一些音的弱化现象。本节课通过几个例子: -分析了重读和弱读(弱化)的特点 -常见的弱化音 -以及常见的弱化词 同上期一样,尝试...
Weakform Samplesentence 29.30.31.3233.34.35.36.37.38.39.40.41.42.waswerewillatforfromoftoandasbutsothanthat /w/w/wz//wz/,/wz/Hewasout./w/w/w://w/Wewerealllate./wIl//wl/,/l//w/Thatwilldo./t//t/Lookathim./f/f://f//fIsitforme?/frm//frm/,/frm/Theycomefromthe...
Unit 20 Strong and Weak Forms Strong and weak forms In English speech, function words (A word, such as a preposition, a conjunction, or an article, that has little semantic content of its own and chiefly indicates a grammatical relationship. Also called ?form word ,functor 功能词:如介词、...
Strong Form Weak Form there /ðεә/ /ðεәr/ /ðә/ /ðәr/ not /nɔt/ /nt/ /n/ to /tu:/ /tu/+元音/tә/ some /sΛm/ /sәm/ /sm/ ~ water 音的同化与省略 1.出现在双唇音/m,p,b/前面的/n,t,d/分别同化为双唇音/m,p,b/例如: 原来读音在词组中的音...
Otherwise, weak forms are used. A weak form of a word may be noted by: 1.a shortening the length of a vowel , e . g. [i:]becomes[i]as in we, he, been. [u:]becomes[u]as in to, who, you. [ə:]becomes[ə]as in sir, were, per. 2.a change in the vowel sound, ...
解析 字典上都是strong form的strong form 和 weak form只有在具体句子和上下文里讨论才有意义结果一 题目 牛津词典上前面的音标是strong form还是weak form 答案 字典上都是strong form的strong form 和 weak form只有在具体句子和上下文里讨论才有意义相关推荐 1牛津词典上前面的音标是strong form还是weak form ...
weak form从句(relative clause) strong form 指示代词(demonstrative sense) 6.that 7.his 8.her 9.your 10.she/he/we/you 11.him 12.her 13.them 14. us 15.at 16.for 17.from 18.of 19.to 20.as 21.some 22.there 23.can/could
StrongFormsandWeakForms (强式读音与弱式读音/强读式与弱读式)Theimportanceoflearningweakforms:PracticallynativespeakersofEnglishuseweakformsinpronouncingfunctionwordswithweakforms.An“allstrongform”pronunciationsoundsunnaturalandunpleasantinEnglish.Speakerswhoarenotfamiliarwiththeuseofweakformsarelikelytohavedifficulty...
Ltb solutions in newtonian gauge: from strong to weak fields. JCAP0810:028,2008. arXiv:0808.3554v2 [gr-qc].K. Van Acoleyen, LTB solutions in Newtonian gauge: from strong to weak fields. JCAP10(2008)028 [arXiv:0808.3554 [gr-qc]]