Translation for "kontaktikulmat" to english

Kontaktikulmat

• the contact angles
• contact angles

Translation examples

the contact angles

Yleisin tapa tutkia kostumista on mitata nestepisaran muotoa ja erityisesti kiinteän pinnan ja pisaran välistä kontaktikulmaa, kun pinta ja pisara joutuvat kosketuksiin.
The most common way to study wetting is by measuring the shape of a droplet, in particular the contact angle between a solid surface and a drop of liquid, as they come into contact.

Youngin yhtälö ilmaisee kontaktikulman ja interfasiaalisen energian välisen yhteyden: γ s - g = γ s - l + γ l - g c o s θ {\displaystyle \gamma _{\text{s - g}}=\gamma _{\text{s - l}}+\gamma _{\text{l - g}}cos\theta } missä γ s - g {\displaystyle \gamma _{\text{s - g}}} on substraatin ja kaasufaasin välinen interfasiaalinen energia, γ s - l {\displaystyle \gamma _{\text{s - l}}} on substraatin ja nesteen välinen interfasiaalinen energia ja on γ l - g {\displaystyle \gamma _{\text{l - g}}} neste- ja kaasufaasin välinen interfasiaalinen energia ja θ {\displaystyle \theta } on kontaktikulma.
The Young equation relates the contact angle to interfacial energy: γ s-g = γ s-l + γ l-g cos ⁡ θ {\displaystyle \gamma _{\text{s-g}}=\gamma _{\text{s-l}}+\gamma _{\text{l-g}}\cos \theta } where γ s-g {\displaystyle \gamma _{\text{s-g}}} is the interfacial energy between the solid and gas phases, γ s-l {\displaystyle \gamma _{\text{s-l}}} the interfacial energy between the substrate and the liquid, γ l-g {\displaystyle \gamma _{\text{l-g}}} is the interfacial energy between the liquid and gas phases, and θ {\displaystyle \theta } is the contact angle between the solid–liquid and the liquid–gas interface.