math equation造句
例句與造句
- how maths equations affect primary schoolchildren's formation of set maths formulas
教學(xué)方式對(duì)小學(xué)生數(shù)學(xué)圖式形成的影響 - the formulas and equations library, with more than 100 common math equations and formulas to help students identify and easily apply the right equation
逐步解方程：從基本的數(shù)學(xué)問題到微積分，可以解決許多數(shù)學(xué)問題。 - furthermore, with overlapping of space-time waves, we know that quantum phenomena including wave-particle duality result from the impact of measurement and discover what hides behind the schrdinger equation . it is known that a math equation in physics is indispensable to certain special physical notions, but we find that schrdinger equation, as a principle in quantum mechanics, is lack of a should have
我們知道所有物理學(xué)的原理公設(shè)假設(shè)都源于基本物理概念，由于研究對(duì)象的差異，這些物理概念可以是具體的也可以是抽象的，科學(xué)家們應(yīng)用數(shù)學(xué)方法對(duì)這些概念進(jìn)行描述，并用數(shù)學(xué)方程式計(jì)算各種物理量的關(guān)系，就是說物理學(xué)中的數(shù)學(xué)方程式無法脫離物理概念而獨(dú)立存在。 - based on studying a long focus oblique real-time aerial camera, this paper studys the reason of being out of focus systematically, and points that the primary reason of being out of focus is due to the change of environment ( temperature > atmospheric pressure ) and oblique photographic distance, and according to the three factors, talk about the effect on being out of focus of camera, the simple maths equation is presented in order to calculate out of focus
基于一種長(zhǎng)焦距斜視實(shí)時(shí)航空相機(jī)的研制，深入地探討了導(dǎo)致相機(jī)離焦的原因，指出環(huán)境(溫度、大氣壓力)變化和照相距離的變化是導(dǎo)致相機(jī)離焦的主要原因，分別從溫度、大氣壓力、照相距離這三個(gè)方面的變化對(duì)相機(jī)離焦的影響進(jìn)行研究，給出了計(jì)算相機(jī)離焦量的簡(jiǎn)化數(shù)學(xué)模型。 - however, they have been developing for a relatively shorter time as excellent methods, since 1970's when they were proposed . nowadays, they still have several imperfects in princilpes and applications . one of those is that fundamental model of one or multi-dimensional pde have disadvantages in some degree, another is that it is difficult to construct maths equations of irregular boundary conditions and excition functions
作為一種可以精確描述物體發(fā)聲而有廣闊發(fā)展前景的技術(shù)，物理模型的歷史還相對(duì)比較短暫，可以說它生于1970年代，培育于1980年代，成長(zhǎng)于1990年代，至今尚未成熟而處于發(fā)展期，其主要標(biāo)志是理論上的不完善和應(yīng)用上的不足。 - It's difficult to find math equation in a sentence. 用math equation造句挺難的