BERICHTIGUNGEN 1432 BERICHTIGUNGEN Z u W . DRTIL: „ M e s s u n g e n der d r u c k a b h ä n g i g e n Relaxationszeiten der A u s r i c h t u n g ( a l i g n m e n t ) einiger durch I o n e n s t o ß a n g e r e g t e r H e l i u m - S i n g u l e t t z u s t ä n d e " , Z . N a t u r f o r s c h . 2 4 a, 3 5 0 [ 1 9 6 9 ] . S. 3 5 5 , A b b . 6 : D i e aus der Literatur zitierten L e b e n s d a u e r n des D r u c k e s p mit d e m F a k t o r 1 0 _ 1 zu korrigieren. S. 3 5 7 , A b b . 1 2 : p = 4 • 1 0 ~ 3 Torr. BAKOS, SZIGETI (21): r = 57 ns bei (18), (20) sind p = 4 - 1 0 ~ 2 Torr bezgl. statt bei K. KAMBE, "Theory of Low-Energy Electron Diffraction. II. Cellular Method for Complex Monolayers and Multilayers", Z. Naturforsch. 23 a, 1280 [ 1 9 6 8 ] . Errata (Note: The errata of Part I, Z. Naturforsch. 2 2 a , 322 [ 1 9 6 7 ] are noted in the above Part II as Appendix 4.) 1) In Eq. ( 1 . 1 0 ) 3 —, y:(r + Cj) should read H ~ , Ö (<>) (Vi, r ' ) Or should read or 2) should read should read (x 2n~s should read (x cijz) R). 2n~s. p. 1285, line 8 If CijZ = 0 we have obviously D%{1) = (3.17) In Eq. ( 3 . 1 9 ) the factor 7) In Eq. (3.20) 8) Eq. ( A 3.3) should read {rp/x)2n~1 x/Vlä (z/2)2 An = 0 if L — j M : is odd, and if L — | M j is even . 6) 9) / d.Q i . In Eq. (3.15) ( - * cijz) 5) «W) ( r , f7). In Eq. ( 3 . 1 0 ) ji{R) 4) or 4-C,). In Eq. ( 3 . 5 ) , second line / AQ{ 3) 3 ^ , y{r or +1 = (4-n) should be omitted. should read Ah-Ah_I +xi-"exp{-x + z2/(4x)}. In Eq. (A 3.5) ]/.n/2 i should read i l/rr/2 . Nachdruck — audi auszugsweise — nur mit schriftlicher Genehmigung des Verlages gestattet Verantwortlich für den I n h a l t : A . KLEMM Satz und Drude: Konrad Triltsdi, Würzburg
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