Vysoce přesná skenovací sonda
Výhody:
- Dotekové měření s nejvyšší přesností
- SP80 je měřicí dotekový senzor, který zaujme nejvyšší přesností při vysoké rychlosti snímání. Dotekový měřicí systém s vysokým rozlišením je plně integrován do koncepce multisenzorů Werth. Skenovací sonda se zaměřuje na 3D měření, která vyžadují mimořádně vysokou přesnost nebo použití velmi dlouhých doteků.
Další výhody:
- Rychlá a opakovatelná výměna konfigurací doteků bez nutnosti jejich rekalibrace
- Volitelná rychlá výměna sondy (SH80) pomocí úložných modulů (SCP80) na modulárním výměnném systému (MRS)
- Rychlá výměna mezi motorizovanou rotační/sklopnou hlavou PH10 a SP80 je možná pomocí různých montážních sad
Jak to funguje
Po kontaktu s obrobkem se sonda pomocí souřadnicových os nastaví na požadovanou výchylku. Pomocí triangulace je změřena přesná výchylka, která je překryta souřadnicemi stupnicových systémů stroje a uložena jako měřicí bod.
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