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protection_ipa-preg_300-1200_ip54_led_-_diffusor_satiniert___satin-finished_diffuser_4700_29w_840_ip54_d_1b4b205852770dae2024-06-10T21:43:27Zadsk:revitadsk:revit:groupingLighting Fixturesadsk:revit:groupingprotection_ipa-preg_300-1200_ip54_led_-_diffusor_satiniert___satin-finished_diffuser_4700_29w_840_ip54_d_1b4b205852770dae.rfaRevit20212024-06-10T21:43:27ZFamily ParametersConstraintsFaceDimensionsUse DiameterMechanicalNormalIdentity DataOtherNoNoNoNoFace1protection IPA-PREG/300-1200 IP54 LED - Diffusor satiniert Satin-finished diffuser (1 x LED-4000K, 4839 lm, 4000K)2970.00 kg0 V---http://relux.com/search/artfwd/rgl___4700_29w_840_ip5_a4eaa95a221b60a0/pd_preg300312_0001.jpgProduct without accessories29 W4839 lm3112131200 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lm1IP 54Protection class I415Clean room luminaires - protection IPA/recessed luminaireprotection IPA-PREG/300-1200 IP54 LED - Diffusor satiniert | Satin-finished diffuser1Yes1RecessedCeiling4700 29W 840 IP54 DALI2 vw RAL 9016 (72532036613)NoRegiolux169 lm/W50000 h119714839 lm1 x LED-4000K0{"ConfigId":"0001","GldfConfigInfo":{"Emerg":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"EmitObjId":"","Emitter":{"ControlGearId":"","Emerg":"","EquipId":"","LightSourceId":"","PhotoId":""},"GeoId":"","VariantId":""},"LampId":"13-3050-0-0-_-50000-4000k-_","VariantId":"---"}Clean room luminaire/recessed luminaire; Sheet steel housing suitable for ceilings with visible T-rails, concealed symmetrical rail constructions and cut-out ceilings; the protection rating refers to the visible luminaire surface; suitable for use in clean rooms and clean room areas per DIN 14644-1; manufactured per IPA provisions, as well as the directives for quality assurance GMP (Good Manufacturing Practice); Housing colour traffic white RAL 9016; Direct diffuse light distribution using acrylic satin-finish diffuser with naturally anodised aluminium frame, neutral white light colour (840) with very good colour consistency and high colour rendering Ra>80; The light source and driver are removable in accordance with the EU 2019/2020 ecodesign requirements and can be replaced in the factory. Integrated LED driver design. Electrical connection and connection of control cable using 5-pole connection terminal with plug-in contacts; With changeover converter for emergency lighting operation on request. UBM universal fastening mechanism for concealed symmetrical rail constructions included in delivery. An extractor is included for prismatic and frosted panes to remove the sealing frame. UBM universal fastening mechanism for concealed symmetrical rail constructions included in delivery. Suitable for air purity class ISO 14644-1 Class 2 with excellent to very good results in terms of microbial metabolic potential and chemical resistance. Dimensions (LxWxH/DxH): 1197mm x 297mm x 89mm Ceiling system: ceilings with visible T-rails [s-TS] (300x1200 mm), Concealed symmetrical rail construction [VS] (300x1200 mm), cut-out ceilings [AD] Installation depth: 150mm [AD]; 250mm [s-TS]; 150mm [s-TS] min; 150mm [VS] Ceiling cut-out (LxW/D): 1185mm x 285mm Placement: LED, Colour rendering/Light colour CRI ≥ 80 / 4000K Colour tolerance: 3SDCM Photobiological safety (Luminaire): RG0 LED service life: 50000h L80/B10 (Tq 25°C) Nominal luminous flux: 4839lm Luminaire luminous efficiency: 169lm/W Controller: Electronic driver DALI2 (1 pcs.) System output: 29W Energy efficiency class/light source: C Mains voltage: 230V Mains frequency: 50Hz Impact resistance (IK rating): IK03 Ambient temperatur: ta 25°C Special properties: Ready for IoT UGR lat./long.: 20.9 / 21.4 Certification mark: IP54, Protection class I, F, IPA, Clean room, HACCP DIN10500/Food/IFS/BRC, Indoor, CE Warranty period: 5 years Regiolux GmbH Type: protection IPA-PREG/300-1200 IP54 LED 4700 840 DALI2 vw RAL 9016 Article number: 72532036613 Product deep link: https://www.regiolux.de/en/article/72532036613 General warranty conditions: www.regiolux.de/en/Service/Warranty18002024.1.10.06/10/2024 9:43:23 PM4000K1B53 83 97 100 100CFG_b324bab908a67d1dd305bd4020dbf240 : ---_0001CE29 VA132645127
! " # $ % & ( ) * + , - . / 0 1 2 3 4 5 6 7 8 9 : ; < = > ? @ A B C D E F G H I J K L M O P Q R T U V X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l m n o p q r s t u v x y 2 0 2 1 2 0 2 0 0 2 2 0 _ 1 1 0 0 ( x 6 4 ) F : \ d a t a \ e x p o r t \ r e g i o l u x \ r f a \ p r o t e c t i o n _ i p a - p r e g _ 3 0 0 - 1 2 0 0 _ i p 5 4 _ l e d _ - _ d i f f u s o r _ s a t i n i e r t _ _ _ s a t i n - f i n i s h e d _ d i f f u s e r _ 4 7 0 0 _ 2 9 w _ 8 4 0 _ i p 5 4 _ d _ 1 b 4 b 2 0 5 8 5 2 7 7 0 d a e . r f a $ 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 E N U $ c a 1 b a 1 f e - 4 a d 6 - 4 5 9 4 - b e 3 2 - 9 4 5 0 a 3 6 6 5 d 8 e $ c a 1 b a 1 f e - 4 a d 6 - 4 5 9 4 - b e 3 2 - 9 4 5 0 a 3 6 6 5 d 8 e 1 $ 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0 A u t o d e s k R e v i t R e v i t A p p l i c a t i o n
W o r k s h a r i n g : N o t e n a b l e d
U s e r n a m e :
C e n t r a l M o d e l P a t h :
F o r m a t : 2 0 2 1
B u i l d : 2 0 2 0 0 2 2 0 _ 1 1 0 0 ( x 6 4 )
L a s t S a v e P a t h : F : \ d a t a \ e x p o r t \ r e g i o l u x \ r f a \ p r o t e c t i o n _ i p a - p r e g _ 3 0 0 - 1 2 0 0 _ i p 5 4 _ l e d _ - _ d i f f u s o r _ s a t i n i e r t _ _ _ s a t i n - f i n i s h e d _ d i f f u s e r _ 4 7 0 0 _ 2 9 w _ 8 4 0 _ i p 5 4 _ d _ 1 b 4 b 2 0 5 8 5 2 7 7 0 d a e . r f a
O p e n W o r k s e t D e f a u l t : 3
P r o j e c t S p a r k F i l e : 0
C e n t r a l M o d e l I d e n t i t y : 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0
L o c a l e w h e n s a v e d : E N U
A l l L o c a l C h a n g e s S a v e d T o C e n t r a l : 0
C e n t r a l m o d e l ' s v e r s i o n n u m b e r c o r r e s p o n d i n g t o t h e l a s t r e l o a d l a t e s t : 1
C e n t r a l m o d e l ' s e p i s o d e G U I D c o r r e s p o n d i n g t o t h e l a s t r e l o a d l a t e s t : c a 1 b a 1 f e - 4 a d 6 - 4 5 9 4 - b e 3 2 - 9 4 5 0 a 3 6 6 5 d 8 e
U n i q u e D o c u m e n t G U I D : c a 1 b a 1 f e - 4 a d 6 - 4 5 9 4 - b e 3 2 - 9 4 5 0 a 3 6 6 5 d 8 e
U n i q u e D o c u m e n t I n c r e m e n t s : 1
M o d e l I d e n t i t y : 0 0 0 0 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 - 0 0 0 0 0 0 0 0 0 0 0 0
I s S i n g l e U s e r C l o u d M o d e l : False
A u t h o r : A u t o d e s k R e v i t
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