The Traveling-Wave Cathode-Ray Tube

Owaki, K.; Terahata, S.; Hada, Tetsurou; Nakamura, Tsutomu

doi:10.1109/jrproc.1950.233424

Cited by 15 publications

(5 citation statements)

References 1 publication

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“…It is interesting to compare this result with Holl· mann's expression for parallel plate deflector given in (1).…”

Section: (A-b)mentioning

confidence: 84%

“…Owaki [1] 2 designed and analyzed a traveling wave cathode-ray tube and obtained a ma th e matical expression relating spot di splace me nt to the input voltage and geometry of thi s tube . Hollmann [2] analyzed an elementary parall el plate deflector sys -tem and obtained the familiar deflector se nsItIvIty relationship for sinusoidal inputs of the form 3 sin wT/2 relative dynamic sensitivity = wT/2 (1) where w is the angular frequency of the input voltage and T is the time taken for the electron to pass between the plates_ Talbot [3] considered the same problem and applied convolution integral methods in order to find various pulse response characteristics of the elementary deflector.…”

Section: Design Considerationsmentioning

confidence: 99%

“…Hollmann [2] analyzed an elementary parall el plate deflector sys -tem and obtained the familiar deflector se nsItIvIty relationship for sinusoidal inputs of the form 3 sin wT/2 relative dynamic sensitivity = wT/2 (1) where w is the angular frequency of the input voltage and T is the time taken for the electron to pass between the plates_ Talbot [3] considered the same problem and applied convolution integral methods in order to find various pulse response characteristics of the elementary deflector. He applied the results to a direct feed, feed through, slow wave helical deflector.…”

Section: Design Considerationsmentioning

confidence: 99%

“…Examination of (14) shows the electrons follow a strai ght-line path with a sinusoid superposed, oscillatin g a t a n angul a r freque ncy w' = (TW, th e slip frequ e ncy. If we co uld make f3 approach one by in creas in g Vx , the s lip freque ncy would approac h ze ro, a nd we would hav e a true traveling wave struc ture as described by Owaki [1] and Talbot [3].…”

Section: (8)mentioning

confidence: 99%

“…While (A-8) is the transfer function for which we are searching, it is interesting to co mpare this result for the strip lin e deflector with the work of Hollmann for the parallel plate deflector, as expressed in eq (1) …”

mentioning

confidence: 99%

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Analysis and design of an oscilloscope deflection system with a calculable transfer function

Stonebraker¹

1968

J. RES. NATL. BUR. STAN. SECT. C. ENG. INSTR.

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An osc ill osco pe defl ec to r is de sc ribed , which has a ca lc ulabl e t ra ns fe r fun c tion. Th e de fl ecto r is analyze d , le ading to it s tran sfer fun c tion , in te rm s of th e comp lex fre qu e ncy vari a bl es. A prac ti ca l s trip lin e de fl ec tor, usa ble as a pul se s tandard, is des igned ; a nd it s freq ue ncy response, se ns iti vi t y, bandwidth, ri se tim e, s te p fun cti on, a nd impul se response a re calcu la ted. Th e pre di c ted d efl ec tio n is down to 70 perce nt of it s doc va lu e a t 2.82 GHz , while th e s te p-res ponse 10 to 90 pe rce nt ri se tim e is 148 pi coseco nd s. The effec ts ' of a drift space on the oscillosco pi c d is play is a lso di sc ussed. Res ult s are co mpared with a we ll-kn o wn ex press ion for the parallel plate de fl ec tor s tru c ture.Key Words : De fl ec tor, drift s pace, osc illosco pe, s trip-line , s ta ndard , transfe r fun c tio n.

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“…It is interesting to compare this result with Holl· mann's expression for parallel plate deflector given in (1).…”

Section: (A-b)mentioning

confidence: 84%

Section: Design Considerationsmentioning

confidence: 99%

Section: Design Considerationsmentioning

confidence: 99%

Section: (8)mentioning

confidence: 99%

mentioning

confidence: 99%