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SM SO L A R MO U N T Sy s t e m C e r t i f i c a t i o n P A G E AP P E N D I X A A 7K H 6 2 / $ 5 0 2 8 1 7 V \ V W H P K D V E H H Q F H U W L ʳ H G D Q G O L V W H G W R W K H 8 / V W D Q G D U G 5 D F N 0 R X Q W L Q J 6 \ V W H P V D Q G & O D P S L Q J ' H Y L F H V I R U ) O D W 3 O D W H 3 K R W R Y R O W D L F 0 R G X O H V DQ G 3 D Q H O V 7 K L V V W D Q G D U G L Q F O X G H G H O H F W U L F D O J U R X Q G L Q J H O H F W U L F D O E R Q G L Q J P H F K D Q L F D O O R D G D Q G ʳ U H U H V L V W D Q F H W H V W L Q J ,Q F R Q G X F W L Q J W K H V H W H V W V V S H F L ʳ F P R G X O H V D U H V H O H F W H G I R U W K H L U S K \ V L F D O S U R S H U W L H V V R W K D W W K H F H U W L ʳ F D W L R Q V F D Q E H E U R D G O \ D S S O L H G 7 K H I R O O R Z L Q J O L V W V W K H V S H F L ʳ F PR G X O H V W K D W Z H U H W H V W H G D Q G W K H D S S O L F D E L O L W \ R I W K R V H F H U W L ʳ F D W L R Q V W R R W K H U P R G X O H V W K D W P L J K W F R P H R Q W R W K H P D U N H W 3 9 P R G X O H V P D \ K D Y H D U H G X F H G P H F K D Q L - ca l l o a d r a t i n g , i n d e p e n d e n t o f t h e S M l o a d r a t i n g . P l e a s e c o n s u l t t h e P V m o d u l e m a n u f a c t u r e r ' s i n s t a l l a t i o n g u i d e f o r m o r e i n f o r m a t i o n . ,Q D G G L W L R Q W R 8 / F H U W L ʳ F D W L R Q 8 Q L U D F S H U I R U P V L Q W H U Q D O W H V W L Q J E H \ R Q G W K H U H T X L U H P H Q W V R I F H U W L ʳ F D W L R Q W H V W V L Q R U G H U W R H V W D E O L V K V \ V W H P I X Q F W L R Q D O O L P L W V al l o w a b l e l o a d s , a n d f a c t o r s o f s a f e t y . T h e s e t e s t s i n c l u d e f u n c t i o n a l s y s t e m t e s t s , a n d d e s t r u c t i v e l o a d t e s t i n g . Me c h a n i c a l L o a d T e s t M o d u l e s 6\ V W H P / H Y H O ) L U H & O D V V L ʳ F D W L R Q Th e m o d u l e s s e l e c t e d f o r U L 2 7 0 3 m e c h a n i c a l l o a d t e s t i n g w e r e se l e c t e d t o r e p r e s e n t t h e b r o a d e s t r a n g e p o s s i b l e f o r m o d u l e s o n th e m a r k e t . T h e t e s t s p e r f o r m e d c o v e r t h e f o l l o w i n g b a s i c m o d u l e pa r a m e t e r s : 7K H V \ V W H P ʳ U H F O D V V U D W L Q J U H T X L U H V L Q V W D O O D W L R Q L Q W K H P D Q Q H U V S H F L ʳ H G LQ W K H 6 2 / $ 5 0 2 8 1 7 , Q V W D O O D W L R Q * X L G H 6 2 / $ 5 0 2 8 1 7 K D V E H H Q F O D V V L ʳ H G WR W K H V \ V W H P O H Y H O ʳ U H S R U W L R Q R I 8 / 7 K H ʳ U H F O D V V L ʳ F D W L R Q U D W L Q J L V RQ O \ Y D O L G R Q U R R I S L W F K H V J U H D W H U W K D Q V O R S H V ɇ L Q F K H V S H U I R R W R U 9. 5 d e g r e e s ) . T h e r e i s n o r e q u i r e d m i n i m u m o r m a x i m u m h e i g h t l i m i t a t i o n DE R Y H W K H U R R I G H F N W R P D L Q W D L Q W K H V \ V W H P ʳ U H U D W L Q J I R U 6 2 / $ 5 0 2 8 1 7 0R G X O H 7 \ S H V 6 \ V W H P / H Y H O ) L U H 5 D W L Q J V 0 L W L J D W L R Q 5 H T X L U H P H Q W V D U H li s t e d b e l o w : • F r a m e t h i c k n e s s e s g r e a t e r t h a n o r e q u a l t o 1 . 0 m m ȫ % D V L F V L Q J O H D Q G G R X E O H Z D O O I U D P H S U R ʳ O H V V R P H F R P S O H [ I U D P H S U R ʳ O H V F R X O G U H T X L U H I X U W K H U D Q D O \ V L V W R d e t e r m i n e a p p l i c a b i l i t y ) • C l e a r a n d d a r k a n o d i z e d a l u m i n u m f r a m e s Te s t e d M o d u l e s Mo d u l e Ma n u f a c t u r e r Mo d e l / S e r i e s A r e a [s q f t ] 8/ & H U W L ʳ F D W L R Q Lo a d R a t i n g s Hy u n d a i H i S - S 3 2 5 T I 2 1 . 0 6 Do w n – 1 1 3 P S F , U p – 5 0 P S F Do w n - S l o p e – 1 5 P S F Su n P o w e r S P R - P 1 9 - 3 9 5 - C O M 2 2 . 2 0 Do w n – 1 1 3 P S F , U p – 5 0 P S F Do w n - S l o p e – 1 5 P S F Fi r s t S o l a r F S - 6 x x x - P 2 7 . 1 2 Do w n – 3 3 . 9 P S F , U p – 3 3 . 9 P S F Do w n - S l o p e – 1 6 . 5 P S F Ra i l T y p e Mo d u l e F i r e Ty p e Sy s t e m L e v e l Fi r e R a t i n g Ra i l Di r e c t i o n Mo d u l e Or i e n t a t i o n Mi t i g a t i o n Re q u i r e d St a n d a r d + ' Ra i l 1, 2 , 3 w i t h m e t a l fr a m e , 1 0 w i t h me t a l f r a m e , 1 9 , &O D V V $ % & Ea s t - W e s t No r t h - S o u t h La n d s c a p e OR Po r t r a i t No n e R e q u i r e d Li g h t R a i l & O D V V $ % & Ea s t - W e s t No r t h - S o u t h La n d s c a p e OR Po r t r a i t No n e R e q u i r e d St a n d a r d , /L J K W HD R a i l & O D V V $ % & Ea s t - W e s t No r t h - S o u t h La n d s c a p e OR Po r t r a i t Tr i m i n s t a l l a t i o n p e r So l a r M o u n t I n s t a l l a t i o n Gu i d e SM SO L A R MO U N T Sy s t e m C e r t i f i c a t i o n P A G E AP P E N D I X A B ȫ 8 Q O H V V R W K H U Z L V H Q R W H G D O O P R G X O H V O L V W H G D E R Y H L Q F O X G H D O O Z D W W D J H V D Q G V S H F L ʳ F P R G H O V Z L W K L Q W K D W V H U L H V 9 D U L D E O H Z D W W D J H V D U H U H S U H V H Q W H G D V [ [ [ • I t e m s i n p a r e n t h e s i s a r e t h o s e t h a t m a y o r m a y n o t b e p r e s e n t i n a c o m p a t i b l e m o d u l e ' s m o d e l I D • S l a s h e s " / " b e t w e e n o n e o r m o r e i t e m s i n d i c a t e s t h a t e i t h e r o f t h o s e i t e m s m a y b e t h e o n e t h a t i s p r e s e n t i n a m o d u l e ' s m o d e l I D ȫ 7 K H I U D P H S U R ʳ O H P X V W Q R W K D Y H D Q \ I H D W X U H W K D W P L J K W L Q W H U I H U H Z L W K W K H E R Q G L Q J G H Y L F H V W K D W D U H L Q W H J U D W H G L Q W R W K H U D F N L Q J V \ V W H P • U s e w i t h a m a x i m u m o v e r c u r r e n t p r o t e c t i o n d e v i c e O C P D o f 3 0 A • /L V W H G P R G H O V F D Q E H X V H G W R D F K L H Y H D & O D V V $ ʳ U H V \ V W H P U D W L Q J I R U V W HH S V O R S H D S S O L F D W L R Q V 6 H H $ S S H Q G L [ $ S D J H $ Ma n u f a c t u r e Mo d u l e M o d e l / S e r i e s Ai o n r i s e AI O N 6 0 G 1 , A I O N 7 2 G 1 Al e o 3 6 H U L H V 6 6 H U L H V Ap t o s S o l a r DN A - 1 2 0 - ( M F / B F ) 1 0 - x x x W DN A - 1 2 0 - M F 1 0 DN A - 1 2 0 - ( M F / B F ) 2 3 DN A - 1 4 4 - ( M F / B F ) 2 3 DN A - 1 2 0 - ( M F / B F ) 2 6 DN A - 1 4 4 - ( M F / B F ) 2 6 DN A - 1 0 8 - ( M F / B F ) 1 0 - x x x W As t r o n e r g y CH S M 6 6 1 2 M , M / H V CH S M 6 6 1 2 P S e r i e s CH S M 6 6 1 2 P / H V S e r i e s CH S M 7 2 M - H C CH S M 7 2 M ( D G ) / F - B H Au x i n $; 1 0 7 $; 1 3 7 $; 1 0 7 $; 1 3 7 Ax i t e c AC - x x x ( M / P ) / 6 0 S , A C - x x x ( M / P ) / 7 2 S AC - x x x P / 1 5 6 - 6 0 S AC - x x x M H / 1 2 0 ( S / V / S B / V B ) AC - x x x M H / 1 4 4 ( S / V / S B / V B ) Bo v i e t BV M 6 6 1 0 , B V M 6 6 1 2 BY D 3 . 0 + . 6 H U L H V Ca n a d i a n S o l a r CS 1 ( H / K / U / Y ) - M S CS 3 K - ( M B / M B - A G / M S / P / P H E / P B - A G ) CS 3 L - ( M S / P ) CS 3 N - M S CS 3 U - ( M B / M B - A G / M S / P / P H E / P B / P B - A G ) CS 3 W - ( M S / M B - A G / P / P - P B - A G ) CS 3 Y - M B - A G Ma n u f a c t u r e Mo d u l e M o d e l / S e r i e s Ca n a d i a n S o l a r ( c o n t . ) CS 5 A - M CS 6 K - ( M / M S / M S A l l B l a c k / P / P H E ) CS 6 P - ( M / P ) CS 6 R - M S CS 6 U - ( M / P / P H E ) CS 6 W - ( M S / M B - A G ) &6 ; 3 & 6 ; 3 EL P S C S 6 ( A / P ) - M M Ce n t r o s o l a r A m e r i c a & 6 H U L H V ( 6 H U L H V Ce r t a i n T e e d CT 2 x x M x x - 0 1 , C T 2 x x P x x - 0 1 , C T x x x M x x - 0 1 CT x x x P x x - 0 1 , C T x x x M x x - 0 2 , C T x x x M x x - 0 3 CT x x x M x x - 0 4 , C T x x x H C 1 1 - 0 4 Ec o S o l a r g y 2U L R Q $ S R O O R EM M V E E Ex x x P 7 2 - B Ex x x M 7 2 - B Ex x x H C M 1 2 0 - B ET S o l a r ET A C M o d u l e , E T M o d u l e ET - M 7 7 2 B H 5 2 0 - 5 5 0 W W / W B Fi r s t S o l a r )6 ; ; ; $ )6 ; ; ; $ 3 ) 6 ; ; ; $ 3 , Fl e x t r o n i c s ); 6 [ [ [ % % Fr e e d o m F o r e v e r F F - M P - B B B - x x x , F F - M P 1 - B B B - x x x Fr e e V o l t PV G r a f GC L *& / 3 * & / 0 6 H U L H V Ha n s o l TD - A N 3 , T D - A N 4 UB - A N 1 , U D - A N 1 Ha n w h a S o l a r O n e H S L 6 0 He l i e n e 0 3 0 3 0 3 6 H U L H V 14 4 H C M 6 14 4 H C M 1 0 S L B i f a c i a l Ma n u f a c t u r e Mo d u l e M o d e l / S e r i e s HT - S A A E HT 6 0 - 1 5 6 M - C HT 6 0 - 1 5 6 M ( V ) - C HT 7 2 - 1 5 6 ( M / P ) HT 7 2 - 1 5 6 P - C , H T 7 2 - 1 5 6 P ( V ) - C HT 7 2 - 1 5 6 M ( P D V ) - B F , H T 7 2 - 1 5 6 M ( P D ) - B F +7 0 + 7 ; Hy u n d a i KG , M G , R W , T G , R I , R G , T I , K I , H I S e r i e s Hi A - S x x x H G , H i D - S x x x R G ( B K ) , H i S - S 4 0 0 P I Hi S - S x x x Y H ( B K ) +L 6 6 [ [ [ ; * % . IT E K iT - S E S e r i e s Ja p a n S o l a r -3 6 - 3 6 6 H U L H V JA S o l a r JA M 7 2 D 3 0 M B , J A M 7 8 D 1 0 M B JA M 7 2 S 3 0 / M R JA P 6 6 0 - x x x JA M 6 ( K ) - 6 0 / x x x , J A P 6 ( k ) - 7 2 - x x x / 4 B B -$ 3 6 [ [ [ -$ 3 N [ [ [ % % - $ 3 6 [ [ [ -$ 0 N [ [ [ - $ 0 6 [ [ [ -$ 0 N [ [ [ - $ 0 6 [ [ [ i. # # : 0 1 , 0 2 , 0 3 , 0 9 , 1 0 LL 6 & 3 5 % 3 + L 7 , % 0 : 0 5 % D F N V K H H W & H O O W H F K Q R O R J \ Ji n k o -. 0 - . 0 6 6 H U L H V JK M x x x M - 7 2 H L - V JK M x x x M - 7 2 H L 4 - ( T ) V JK M x x x M - 7 2 H L M - T V JK M x x x M - 7 R L 3 - V JK M x x x M - 7 2 H L 4 - T V Ky o c e r a .' ) . 8 6 H U L H V El e c t r i c a l B o n d i n g a n d G r o u n d i n g T e s t M o d u l e s Th e l i s t b e l o w i s n o t e x h a u s t i v e o f c o m p l i a n t m o d u l e s b u t s h o w s t h o s e t h a t h a v e b e e n e v a l u a t e d a n d f o u n d t o b e e l e c t r i c a l l y c o m p a t i b l e w i t h t h e S O L A R M O U N T s y s t e m . 2209 N Linwood Ave8/22/2024