Vysoce přesný chromatický bodový senzor
Výhody:
- Přesné měření povrchů
- Princip chromatického měření zajišťuje nízké odchylky měření a vysokou míru nezávislosti na vlastnostech povrchu. Během skenování je zachyceno mnoho měřicích bodů v krátkém čase. To umožňuje širokou škálu aplikací i při vysokých nárocích na nejistotu měření a dobu měření. Lze měřit přesně tolerované rozměry i tvar a drsnost.
Další výhody:
- Měření citlivých a pružných obrobků
- Velké měřicí rozsahy senzoru umožňují rychlé měření bez nutnosti přiblížení os přístroje k povrchu obrobku, a tím i zkrácení doby měření
- Možnost měření reflexních nebo transparentních povrchů
- Volitelně lze měřit i tloušťku vrstev transparentních materiálů
Jak to funguje
Z vyhodnocovacího boxu a) se světlo širokopásmového zdroje světla b) promítá přes vláknovou spojku c), optické vlákno d) a zobrazovací optiku e) na obrobek (pozice 1), 2) nebo 3)). Intenzita odraženého světla je nejvyšší pro barvu odpovídající vzdálenosti od obrobku f). To se vyhodnocuje pomocí spektrometru g).
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)