Metingen aan een aangepaste en onaangepaste
symmetrische bifurkatie in het H-vlak van een dubbelbrede 3
cm golfpijp
Citation for published version (APA):
Vermeulen, J. G. M. C. (1965). Metingen aan een aangepaste en onaangepaste symmetrische bifurkatie in het H-vlak van een dubbelbrede 3 cm golfpijp. Technische Hogeschool Eindhoven.
Document status and date: Gepubliceerd: 01/01/1965
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TECHNISCHE HOGESCHOOL EU,'"DHOVEN AFDELING ELE;1{'rROTECHNIEK.
RAPPOR'f 1
METINGEN AAN li:EN AANGEPASTE EN ONAi'lNGEPASTE
SYlv!METRISCHE BIFURKATIE IN HEiT H- VLAK VAN BEN DUBBF~LBREDE
3
em GOLFPIJP.door
Mei 1965~
1 ~ Inleiding, 2~
Bepaling
van 3 113 ..
ing
van 8 22 ,4.
Bepaling
van 21.
Inleiding<Op verzoek van L.Esser z1
bifurcatie in het H-vlak,
afstudeerverslag.
D
er me
cht aan E;911 S::rm.riletriscJl~.
.
.
aangegaven
In ZlJDWe hebben de stro6imatrix d ·,,,elk!? he t
verbano
geeft t\l.8Sen de symmetd,sche eomponent Vc .... "l de 0 mode in u.~ p8rallel1e pijpen1 ! d m1 ", d "
A "
b' l' - d '1 J' p.I' .
1.'; f..-,,',' 1 e'."" ';.en en.e 'l'~'lO rna e In (1", O.U r)e.o""'~\e go _ .l.'~r' • L
r=
----,
I ' , I ' f _._._ ... ( ="""""""~...,."",.,.jl_. _ . _ . ~g.L ft ' . ,
' a
I I I I10
?.flc1n
p.aSSIngs«ichroef
:
1
;-t-l
I . Co ... '-·I-I---""""""i · 0 - · 0 - 0 - · J-U~ 1,' I ra,
I r I~'a
a.
De a.anpassingsschroef in
~2 dient om bij een de frequentiede refleetie! 8 tengevolge van de discontinue ov,::rgazlg op te heffen. De invloed van de aanpassings
vergeli,jking van de mat::ri.ce voor
De
metingenzijn verricht in het
stappen van
50
I,~Hz.iJ
Afstwieerverslag L. Esser 'fechni schete constateren door
ties volgen~ Fig. ' en 2. ied
van e600
tot9700 MHz
l-'"
r-D ...
bbeL~re.de ~o~_me.l
l:'~
a.
V'lp
a
":><::>"III'l3,sc:.c.
h
'(Ioe:Je'fl
I
.
.
i~"'3
3.
1 - - - -
r--.--f---
- -
-
- -
-
-
'-o
ver~V)~ ~a.tLeJiU£~~~
__
·(L~laJ~
__ _
clu
bbe.L
b~~4e ~o\'t f2\~
; - - - ' "
--
P---
---
--1
..- -~I
I
.r
-dD-
t---~-
-q?--
--i - - -----
I--~--I
II
-
-
--
--
-4-
-
- - - ---
I--I
--
----
-
-" - ---
' - --.
< IVoor het bepalen -van 8
11 is het nOQd:;~akeli.jk dat de sib'11alen via
len 11 aan de overgang gelijke fase en amplitude aallkomen.,
Fig. 1
Om dit te verwezenli verva.ngen we de belasting deor
een sehe overgang 'Ian dubbelbrede naar
3
em golfpijp< Hieraan bevsstigen we eenkristaldetector.
De
er en verzwakkers stallen we zodanig in dat de detectorgeen 8 waarneemt. De genoemde si€,rnall!m zijn dan ge1 i jk in amplitude doch in
Vie vinden een. nulpunt omdat in golfpijp 2 dan enkel de IE,,,,), mode
(:\.
optreedt, welke door hat volledig gereflecteerd llordt.
o
Nu verdraaien we de fasedrt'lsier 160 ZOd8.t de s en gelijke
en amplitude hebben.
Dal~.rna. plaatsan we achtf.lr piJpdeel 2 een k dubbelbrede pijp en
aluiten dit
karakteristiek af. Fig.,. \,We kunnen nu met de sta~mdegclfmetElr een maxin:mm en een minimum
We zorgen hie1"bij dat het nHndmuw. nie t er is dan
3
1ftV' om nietbuiten het kwadratische
va."1 de
kara.kteristlekvan
netkri
te kO!n!',m.
VerdeI'
bepa1en
we de aats van hf.,t minimum eli t dcen we door l:ien
v-an het minimum. oi j gel ijke de plaats tebepalen.
1.3.
Z
> vinden we dan met ~m~n.
4
We vinden S'1 volgensTI
T-
-j e ( 2, J.l
Q
20 S~1.
,
"'_._-Waari:n~
'" '. j 1plaats van E;'€:rI minimur.~ va.n }H::t staandegolf
1E mode
plaatsaanduid
van de staandegolfmeter 1
verschoven t.
o. \i.het
gekozen co8rdinatensysteem.
verschillen aldus een constant
met d.e
De gemeten
Qvereenko1ll8
plaats in het
Z€m co(5rdinatensysteern~Om nu. de werkeli
Z.
te bepalen sluiten we
mll1 pdee11 kort
Fig.
1.4.
We lezen nu af
a.
1']0bij f '" MHz Z'. -
76,4
mm.
m~n
Met 2
IJ20 ~ -n
waarin n eeh geheel getal is bepalen we ZO .
mJ.nHier'oij is
,
de werkelijke met de gemeten
zt
ill:!..!) waarde. We vinden mm. De
gemeten
Z. corrigerer; wenu
IDl.nz
~ IDln gecoor. (r' t\'" min
Z I . m1U ,.,0 \'" min'
'.corresponderende
! ! . t ~~---~---~r-~~ I
2
f t . I IZ:O
z
v
1
I I -I II
I IZ
rn-tn:71
-r
Z2
t
7
3 -)-
Z~
Lt
da~fa?~~~?~~~poe?
••
V
z,
=
VZ'l.
VZ3
-=.'17
1
z
Om
te bepalen wordt ar gemeten aan een opstell weergegeven in Fig 2.1.We moeten via ee11 symroetrische overgang (pi,jpdeel
3)
van €lnkele naardubbelbrede pijp. Fig.1.2.
Aldus treedt in de dubbelbrede jp enksl de TE._ mode op~
,0
In de dubbelbrede pijp is een staandegalfmeter opgenomen We vinden volgensf
U
WasTin
1;
staande go. in pijpdeel ~. Pi.
.
z .
mln
plaats vall een minimum VEL.l1 hat fpab"oon.,,..
-.---12
+ 1fsse constante van
TE.
mode in pij 10(6)
enWe moeten hier echt'er oak Z 1 gemeten corrigeren. m. n
Hiervoor 31ui ten we nu pi jpdeel 2 kart hi j Z "" 0 van het zen
coord • Fig.2. , We viuden nu bij f '"
•
confi6~ratie zender schroef Fig.Z' . n1J.n
We benalen Z. voigensl
r !!ll,n
Z .
!!lll'l
gecorr
"" Z .
unn gemetenmin ( ,/ I ... u ' . • Jnl.n l
.
'.
- Z
waari.n n o ') min (8) I,iHz voor de el getal ~ vi.ndenVoer de configura tie met scbroef 13 een golfpijpstuk met
asnpBBsingsBchroef opgenomen. L '" 70, 1
mm.
Aldus voigt • . "" Z . !l11J'l gemeten·€len lengte
~'j
2.1
Z
o
.
n
TT
VVlI V}=.
-'2Ao
z
< 1-z
- - 0
1
\Iv\ \ Yl::.1~
\
5
m m
z=.()
Ii
9
I
2. I
I-~.u..u..;.!\Af
S\.I.o·I\:
\n~ It
Iaanf~~~~s~~~~oe~
va.n
We vinde:n 8
12
uit:
1)
(5 12)2 ""
e
j (21 "" lengte pij
plaats van een minimum bij kortgesloten
Uit vergelijk (10) v::1 18
121
en Arg 512jp 1
...
': IOm :2
fj",o
Z. +l'C te len hebben VHe; pijpdeel 1.1 f kortgeslotenI IDll1
en vervolgens een m:i.nl.mum
Ook
hier moeton
Vie (il;; gE:1f'.lSten
Zcorrigeren
zoals :in hoof:atuk ' )min
,,::: ~Zie }"i[{ ~ 2.2 en
"
.t:.: .... ,) " foDe fout in/s12lwordt nu enkel
door de me
st8sndego 1 fv erhoud
er;-r,.,
<.
Terwijl de fout in
I
ver~eliJking
(10)
en in de
ld. wordt <loor
de meetfQuten in at taen van mir.ima
voor de bepa.l van. 8'1 ~ Sr,,.., en Z .
Co c. rill!'! •
Hat is duidelijk det we met de vergelij (11) een grotere
I1IUJwkeurignei.d bereiken.
Arg -
'It
(12)Arg S12
= ----~~----.--~~----21=0
...-+-_-I-_...!I _ _
-11
ca.)
I - 4 - - j () I { " IZ
... ---...
~lysl:ron
Z:::O
I I J I 1I
I ICb)
~
•
I2.:
I I 1 J"'"
I.L
.e
~ I 1100 1"",,
--IJ1D>jZ
\5.1
De gemeten en berekende wearden van de te bepalen groothedi;~n z:i,jn op de h:l.erna volgende pagitJH' s 5.2
tim
5.13 yermeld.,Verder de
gl'oothedenlS12
t ' S ..,
-t,
en
Arg S ala functie van de fre22 ie uitgezet.
2 zijn 01)
twae
wal1ieren bepaa.ld nI f.a) met behulp
van verg. (1 .. C n ) I 'b)
met behulp
van verg.(11 ) en (12) •
3.Vermeulen.
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