室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則
軟裝不僅可以滿足現(xiàn)代人多元化的、開放的、多層次的時(shí)尚追求,也可以為室內(nèi)環(huán)境注入更多的文化內(nèi)涵,增強(qiáng)環(huán)境中的意境美感。但在軟裝設(shè)計(jì)中要遵循一定的準(zhǔn)則,才能裝扮好室內(nèi)空間。
軟裝設(shè)計(jì)不完全準(zhǔn)則(一)
先定風(fēng)格再做軟裝
在軟裝設(shè)計(jì)中,最重要的概念就是先確定家居的整體風(fēng)格,然后再用飾品做點(diǎn)綴。因?yàn)轱L(fēng)格是大的方向,就如同寫作時(shí)的提綱,而軟裝是一種手法,有人喜歡隱喻,有人喜歡夸張,雖然不同卻各有千秋。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/84328dc6fc8c62456f8f4c4864863e7c.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(二)
裝修之初先有軟裝規(guī)劃
很多人以為,完成了前期的基礎(chǔ)裝修之后,再考慮后期的配飾也不遲。其實(shí)則不然,軟裝搭配要盡早著手。在新房規(guī)劃之初,就要先將自己本身的習(xí)慣,好惡、收藏等全部列出,并與設(shè)計(jì)師溝通,使其在考慮空間功能定位和使用習(xí)慣的同時(shí)滿足個(gè)人風(fēng)格需求。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/67b21289ac0ce8e1ce6bb5ac1258b130.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(三)
拿捏合理的比例
軟裝搭配中最經(jīng)典的比例分配莫過(guò)于黃金分割了。如果沒(méi)有特別的設(shè)計(jì)考慮,不妨就用1 : 0.618的完美比例來(lái)劃分居室空間。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/7f0afa9f773e56ca705fdac5adbb3d77.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(四)
穩(wěn)定與輕巧相結(jié)合
穩(wěn)定與輕巧軟裝搭配手法在很多地方都適用。穩(wěn)定是整體,輕巧是局部。軟裝布置得過(guò)重的空間會(huì)讓人覺得壓抑,過(guò)輕又會(huì)讓人覺得輕浮,所以在軟裝設(shè)計(jì)時(shí)要注意色彩搭配的輕重結(jié)合,家居飾物的形狀大小分配協(xié)調(diào)和整體布局的合理完善等問(wèn)題。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/efccdbd743478a05d5d63207c39e2a0e.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(五)
運(yùn)用對(duì)比與調(diào)和
在家居布置中,對(duì)比手法的運(yùn)用也是無(wú)處不在的,可以通過(guò)光線的明暗對(duì)比、色彩的冷暖對(duì)比、材料的質(zhì)地對(duì)比、傳統(tǒng)與現(xiàn)代的對(duì)比等使家居風(fēng)格產(chǎn)生更多的層次、更多樣式的變化,從而演繹出各種不同節(jié)奏的生活方式。調(diào)和則是將對(duì)比雙方進(jìn)行緩和與融合的一種有效手段。例如通過(guò)暖色調(diào)的運(yùn)用柔和布藝的搭配。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/11bf933e69a38c66c62027d08a88df1e.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(六)
把握好節(jié)奏和韻律
節(jié)奏與韻律是通過(guò)體量大小的區(qū)分、空間虛實(shí)的交替、構(gòu)件排列的疏密、長(zhǎng)短的變化、曲柔剛直的穿插等變化來(lái)實(shí)現(xiàn)的。在軟裝設(shè)計(jì)中雖然可以采用不同的節(jié)奏和韻律,但同一個(gè)房間切忌使用兩種以上的節(jié)奏,那會(huì)讓人無(wú)所適從、心煩意亂。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/59b05a24dfd54734205041cd7fc0c160.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(七)
確定視覺中心點(diǎn)
在居室裝飾中,視覺中心是極其重要的,人的注意范圍一定要有一個(gè)中心點(diǎn),這樣才能造就主次分明的層次美感,這個(gè)視覺中心就是布置上的重點(diǎn)。對(duì)某一部分的強(qiáng)調(diào),可打破全局的單調(diào)感,使整個(gè)居室變得有朝氣。但視覺中心有一個(gè)就夠了。如果客廳里選擇了一盞裝飾性很強(qiáng)的吊燈,那么就不要在增添太多的視覺中心了。否則容易犯喧賓奪主的錯(cuò)誤。重點(diǎn)過(guò)多了就會(huì)變成沒(méi)有重點(diǎn),配角的一切行為都是為了突出主角,切勿喧賓奪主。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](data:image/png;base64,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)
軟裝設(shè)計(jì)不完全準(zhǔn)則(八)
統(tǒng)一與變化的原則
軟裝布置應(yīng)遵循多樣與統(tǒng)一的原則,根據(jù)大小、色彩、位置使之與家具構(gòu)成一個(gè)整體。家具要有統(tǒng)一的風(fēng)格和格調(diào),再通過(guò)飾品和擺件等細(xì)節(jié)的點(diǎn)綴,進(jìn)一步提供居住環(huán)境品位。如可以將有助于食欲的橙色定為餐廳的主色,但在墻上掛一副綠色的裝飾畫作為整體色調(diào)的變化。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/470bdcca1ad1aba328ca92f443c39643.jpg)
掌握以上軟裝設(shè)計(jì)準(zhǔn)則,其實(shí)還不足以做好軟裝設(shè)計(jì)。色彩搭配、布藝設(shè)計(jì)、家具品牌等等也同樣是設(shè)計(jì)師必須掌握的。
軟裝不僅可以滿足現(xiàn)代人多元化的、開放的、多層次的時(shí)尚追求,也可以為室內(nèi)環(huán)境注入更多的文化內(nèi)涵,增強(qiáng)環(huán)境中的意境美感。但在軟裝設(shè)計(jì)中要遵循一定的準(zhǔn)則,才能裝扮好室內(nèi)空間。
軟裝設(shè)計(jì)不完全準(zhǔn)則(一)
先定風(fēng)格再做軟裝
在軟裝設(shè)計(jì)中,最重要的概念就是先確定家居的整體風(fēng)格,然后再用飾品做點(diǎn)綴。因?yàn)轱L(fēng)格是大的方向,就如同寫作時(shí)的提綱,而軟裝是一種手法,有人喜歡隱喻,有人喜歡夸張,雖然不同卻各有千秋。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/84328dc6fc8c62456f8f4c4864863e7c.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(二)
裝修之初先有軟裝規(guī)劃
很多人以為,完成了前期的基礎(chǔ)裝修之后,再考慮后期的配飾也不遲。其實(shí)則不然,軟裝搭配要盡早著手。在新房規(guī)劃之初,就要先將自己本身的習(xí)慣,好惡、收藏等全部列出,并與設(shè)計(jì)師溝通,使其在考慮空間功能定位和使用習(xí)慣的同時(shí)滿足個(gè)人風(fēng)格需求。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/67b21289ac0ce8e1ce6bb5ac1258b130.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(三)
拿捏合理的比例
軟裝搭配中最經(jīng)典的比例分配莫過(guò)于黃金分割了。如果沒(méi)有特別的設(shè)計(jì)考慮,不妨就用1 : 0.618的完美比例來(lái)劃分居室空間。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/7f0afa9f773e56ca705fdac5adbb3d77.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(四)
穩(wěn)定與輕巧相結(jié)合
穩(wěn)定與輕巧軟裝搭配手法在很多地方都適用。穩(wěn)定是整體,輕巧是局部。軟裝布置得過(guò)重的空間會(huì)讓人覺得壓抑,過(guò)輕又會(huì)讓人覺得輕浮,所以在軟裝設(shè)計(jì)時(shí)要注意色彩搭配的輕重結(jié)合,家居飾物的形狀大小分配協(xié)調(diào)和整體布局的合理完善等問(wèn)題。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/efccdbd743478a05d5d63207c39e2a0e.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(五)
運(yùn)用對(duì)比與調(diào)和
在家居布置中,對(duì)比手法的運(yùn)用也是無(wú)處不在的,可以通過(guò)光線的明暗對(duì)比、色彩的冷暖對(duì)比、材料的質(zhì)地對(duì)比、傳統(tǒng)與現(xiàn)代的對(duì)比等使家居風(fēng)格產(chǎn)生更多的層次、更多樣式的變化,從而演繹出各種不同節(jié)奏的生活方式。調(diào)和則是將對(duì)比雙方進(jìn)行緩和與融合的一種有效手段。例如通過(guò)暖色調(diào)的運(yùn)用柔和布藝的搭配。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/11bf933e69a38c66c62027d08a88df1e.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(六)
把握好節(jié)奏和韻律
節(jié)奏與韻律是通過(guò)體量大小的區(qū)分、空間虛實(shí)的交替、構(gòu)件排列的疏密、長(zhǎng)短的變化、曲柔剛直的穿插等變化來(lái)實(shí)現(xiàn)的。在軟裝設(shè)計(jì)中雖然可以采用不同的節(jié)奏和韻律,但同一個(gè)房間切忌使用兩種以上的節(jié)奏,那會(huì)讓人無(wú)所適從、心煩意亂。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/59b05a24dfd54734205041cd7fc0c160.jpg)
軟裝設(shè)計(jì)不完全準(zhǔn)則(七)
確定視覺中心點(diǎn)
在居室裝飾中,視覺中心是極其重要的,人的注意范圍一定要有一個(gè)中心點(diǎn),這樣才能造就主次分明的層次美感,這個(gè)視覺中心就是布置上的重點(diǎn)。對(duì)某一部分的強(qiáng)調(diào),可打破全局的單調(diào)感,使整個(gè)居室變得有朝氣。但視覺中心有一個(gè)就夠了。如果客廳里選擇了一盞裝飾性很強(qiáng)的吊燈,那么就不要在增添太多的視覺中心了。否則容易犯喧賓奪主的錯(cuò)誤。重點(diǎn)過(guò)多了就會(huì)變成沒(méi)有重點(diǎn),配角的一切行為都是為了突出主角,切勿喧賓奪主。
軟裝設(shè)計(jì)不完全準(zhǔn)則(八)
統(tǒng)一與變化的原則
軟裝布置應(yīng)遵循多樣與統(tǒng)一的原則,根據(jù)大小、色彩、位置使之與家具構(gòu)成一個(gè)整體。家具要有統(tǒng)一的風(fēng)格和格調(diào),再通過(guò)飾品和擺件等細(xì)節(jié)的點(diǎn)綴,進(jìn)一步提供居住環(huán)境品位。如可以將有助于食欲的橙色定為餐廳的主色,但在墻上掛一副綠色的裝飾畫作為整體色調(diào)的變化。
![室內(nèi)設(shè)計(jì)師必須掌握的八點(diǎn)設(shè)計(jì)準(zhǔn)則](http://res.csmjzs.com/upload/20190106/470bdcca1ad1aba328ca92f443c39643.jpg)
掌握以上軟裝設(shè)計(jì)準(zhǔn)則,其實(shí)還不足以做好軟裝設(shè)計(jì)。色彩搭配、布藝設(shè)計(jì)、家具品牌等等也同樣是設(shè)計(jì)師必須掌握的。