The phrase "in component form" is correct and usable in written English.
It is generally used to describe a process or method of breaking a whole into its component parts. For example, "I broke down the project into its component parts in order to budget the resources efficiently."
It figured it could compete with Dell and lower its costs by shipping PCs to distributors in component form.
The internet model means we can stock all our equipment in component form and assemble our gear only when an order comes in.
In a similar form, by using operators on L π E Open image in new window, we can formulate them in component form on Lie N-algebroids (we omit in this work such cumbersome formulas).
In the (3+1) decomposition, for the case of a stationary spacetime the induction equation can be written in component form as partial_{t} sqrt{gamma} B^{a} + partial_{b} bigl -eta^{abc}E_{c} bigl -eta^{abc}E_{c
In other words, ( overrightarrow{A},overrightarrow{B}in {mathrm{Re}}^3 ) or ( overrightarrow{A}equiv left({A}_x,{A}_y,{A}_zright) ) and ( overrightarrow{B}equiv left({B}_x,{B}_y,{B}_zright) ) in Cartesian coordinates respectively in component forms.
To see more clearly about the piezoeffects on the corners and cracks, most of the complex matrix form solutions are expanded in real component form for two typical piezoelectric ceramics with different poling directions.
It proposes that Bitcoin's journey has just begun, and that the fundamental building blocks of Bitcoin will be far more disruptive in their component form for a long time to come.
Herein, Constraint (5) forces that the periphery vertices are an independent set and Constraint (6) forces that core vertices in the same connected component form a clique.
The nodes that contribute greatly to the second principal component form regions in the MEDI plot.
The torsion of the d-connection, for instance of D ~ Open image in new window, can be defined in component free form T ~ ( ° X, ° Y ) ÷ D ~ ° X ° Y - D ~ ° Y ° X - [ ° X, ° Y ] Open image in new window.
The phenomenological equations for diffusion and electric conduction have been compared in ionic and component forms.
