--0003255590525685a2048e2a9b8c
Content-Type: multipart/alternative; boundary=000325559052568596048e2a9b8a
--000325559052568596048e2a9b8a
Content-Type: text/plain; charset=ISO-8859-2
Content-Transfer-Encoding: quoted-printable
Kedves Laci!
=DCdv=F6z=F6llek az ismer=F6seim k=F6r=E9ben.
Az asztrofot=F3z=E1snak megvannak a kompromisszumot nem igaz=E1n kedvel=F6
el=F6felt=E9telei (amir=F4l nem akarlak kioktatni :-) ).
A legfontosabb kell=E9k szerintem a j=F3 teherb=EDr=E1s=FA =E9s stabil meha=
nika
(megkock=E1ztatn=E1m, hogy nem amat=F4rzsebnek megszabott =E1ron kaphat=F3k=
Mo.-on).
Alt-Azimut=E1lis mehanik=E1kat haszn=E1lnak fot=F3z=E1sra, de mivel a vez=
=E9rl=E9s
egyid=F4ben k=E9t ir=E1nyban-( k=E9t vektor fel=E9 minim=E1lisan, ill. ha n=
yugods=E1g
korekci=F3j=E1t -seeing- is belesz=E1moljuk) igencsak =F6sszetett mozgat=E1=
st k=EDv=E1n.
Vezet=E9s (autoguider) n=E9lk=FCl legfeljebb 1,5-2percet expon=E1lhatsz a
zenitt=E1vols=E1gt=F3l f=FCgg=F6en (l=E1sd a mailokat a zenitr=F4l). Ne b=
=E1nk=F3dj, mindennek
van =E1ra =E9s a tanul=F3id=F4ded nem kell tand=EDjk=E9nt senkinek kifizetn=
ed, ha
igyekszel magad megoldod.
Ne add fel!!
Minden esetre ismerek egy megold=E1st (a f=FCggel=E9kben k=FCld=F6m a k=E9p=
=E9t), amellyel
"hossz=FA" expo is csin=E1lhat=F3.
J=F3 lenne ismernem a mehanik=E1d m=E1rk=E1j=E1t, lehet=F4s=E9geit, teherb=
=EDr=E1s=E1t, az
optika+fot=F3felszerel=E9s =F6sszs=FAlya az ellens=FAly m=E1soldal=E1n,stb.=
K=FCldj=E9l k=E9pet
r=F3la.
V=E1rom v=E1laszodat
Simon Istv=E1n dr.
klik
m=E9gegyszer
ml>
2010/8/17 Laszlo Nemes
>
>
>
>
> -----Original Message-----
> *From:* Laszlo Nemes [mailto:nemesl@comunique.hu]
> *Sent:* 2010. augusztus 17. 15:25
> *To:* ´csillagkep@mcse.hu´
> *Subject:* kerdes
>
>
>
> Kedves asztrofot=F3sok!
>
>
>
> Van egy Skywatcher 130/650 klasszikus Newton reflektorom, Alt Azimuth GoT=
o
> mechanik=E1val. Szeretn=E9k vele csillag=E1szati fot=F3kat k=E9sz=EDteni,=
de lebesz=E9lnek
> r=F3la, arra hivatkozva, hogy az AZ GoTo mechanika erre nem j=F3. Arra go=
ndoltam
> feler=F5s=EDten=E9m a CCD fot=F3g=E9pem, (egy egyszer=FB Kodak g=E9p max =
5 megabyte
> k=E9pm=E9rettel, =E9s max
>
> 8 sec expoz=EDci=F3s id=F5vel) a t=E1vcs=F5re, hogy ir=E1nyz=E9kot vegyek=
=E9s valami
> tracking lehet=F5s=E9gem legyen. J=D3 ez a megold=E1s? Ha fot=F3g=E9p nem=
j=F3, k=E9rem,
> aj=E1nljanak nekem egy nem t=FAl k=F6lts=E9ges, de haszn=E1lhat=F3 g=E9pe=
t (ny=F6gdijas
> vagyok!!!).
>
>
>
>
>
> K=F6sz=F6nettel v=E1rom kedves tippjeiket!
>
>
>
> Dr. Nemes L=E1szl=F3
>
> Emeritus tud. tan=E1csad=F3
>
> molekulaspektroszk=F3pus
>
> e-mail otthon: nemesl@comunique.hu
>
> e-mail int=E9zeti: nemesl@chemres.hu
>
>
>
>
>
>
>
> =3D=3D=3D=3D=3D=3D=3D
> Email scanned by PC Tools - No viruses or spyware found.
> (Email Guard: 7.0.0.18, Virus/Spyware Database: 6.15670)
> http://www.pctools.com
51>
> =3D=3D=3D=3D=3D=3D=3D
>
> ________________________________________________________________________
> Csillagkep levelez=F5lista - Asztrofot=F3sok f=F3ruma
> Hozz=E1sz=F3l=E1sok: Csillagkep@mcse.hu
> Listakezel=F5 utas=EDt=E1sok: Csillagkep-request@mcse.hu
> Arch=EDvum, be=E1ll=EDt=E1sok: http://mailman.mcse.hu/mailman/listinfo/cs=
illagkep
>
--000325559052568596048e2a9b8a
Content-Type: text/html; charset=ISO-8859-2
Content-Transfer-Encoding: quoted-printable
Kedves Laci!
=DCdv=F6z=F6llek az ismer=F6seim k=F6r=E9ben.
Az=
asztrofot=F3z=E1snak megvannak a kompromisszumot nem igaz=E1n kedvel=F6 el=
=F6felt=E9telei (amir=F4l nem akarlak kioktatni :-) ).
A legfontosab=
b kell=E9k szerintem a j=F3 teherb=EDr=E1s=FA =E9s stabil mehanika (megkock=
=E1ztatn=E1m, hogy nem amat=F4rzsebnek megszabott =E1ron kaphat=F3k Mo.-on)=
.
Alt-Azimut=E1lis mehanik=E1kat haszn=E1lnak fot=F3z=E1sra, de mivel a v=
ez=E9rl=E9s egyid=F4ben k=E9t ir=E1nyban-( k=E9t vektor fel=E9 minim=E1lisa=
n, ill. ha nyugods=E1g korekci=F3j=E1t -seeing- is belesz=E1moljuk) igencsa=
k =F6sszetett mozgat=E1st k=EDv=E1n.
Vezet=E9s (autoguider) n=E9lk=FCl legfeljebb 1,5-2percet expon=E1lhatsz=
a zenitt=E1vols=E1gt=F3l f=FCgg=F6en (l=E1sd a mailokat a zenitr=F4l). Ne =
b=E1nk=F3dj, mindennek van =E1ra =E9s a tanul=F3id=F4ded nem kell tand=EDjk=
=E9nt senkinek kifizetned, ha igyekszel magad megoldod.
Ne add fel!!
Minden esetre ismerek egy megold=E1st (a f=FCggel=E9kben k=FCld=F6m a k=E9p=
=E9t), amellyel "hossz=FA" expo is csin=E1lhat=F3.
J=F3 le=
nne ismernem a mehanik=E1d m=E1rk=E1j=E1t, lehet=F4s=E9geit, teherb=EDr=E1s=
=E1t, az optika+fot=F3felszerel=E9s =F6sszs=FAlya az ellens=FAly m=E1soldal=
=E1n,stb. K=FCldj=E9l k=E9pet r=F3la.
V=E1rom v=E1laszodat
=A0=A0
=A0=A0=A0 Simon Istv=E1n dr.
=
arget=3D"_blank">=A0=A0 klik
ons.com/astro/woodenwedge/index.html" target=3D"_blank">m=E9gegyszer
>
2010/8/17 Laszlo Nemes
ltr"><nemesl@co=
munique.hu>
gin: 0pt 0pt 0pt 0.8ex; border-left: 1px solid rgb(204, 204, 204); padding-=
left: 1ex;">
style=3D"font-size: 10pt; font-family: Arial; color: navy;">=A0
nt>
style=3D"font-size: 10pt; font-family: Arial; color: navy;">=A0
nt>
-size: 10pt; font-family: Tahoma;">-----Original Message-----
From: Laszlo Nemes
[mailto:nemesl@com=
unique.hu]
Sent: 2010. augusztus 17. =
pt; font-family: Tahoma;">15:25
2">
To: '
:csillagkep@mcse.hu" target=3D"_blank">csillagkep@mcse.hu'
Subject: kerdes
nt>
e=3D"font-size: 12pt;">=A0
size: 10pt; font-family: Arial;">Kedves asztrofot
=3D"Arial" size=3D"2">
lang=3D"HU">=F3sok!
size: 10pt; font-family: Arial;" lang=3D"HU">=A0
size: 10pt; font-family: Arial;" lang=3D"HU">Van egy Skywatcher 130/650 kla=
sszikus Newton reflektorom,
Alt Azimuth GoTo mechanik=E1val. Szeretn=E9k vele csillag=E1szati fot=F3kat=
k=E9sz=EDteni,
de lebesz=E9lnek r=F3la, arra hivatkozva, hogy az AZ GoTo mechanika erre ne=
m j=F3. Arra
gondoltam feler=F5s=EDten=E9m a CCD fot=F3g=E9pem, (egy egyszer=FB Kodak g=
=E9p max
5 megabyte k=E9pm=E9rettel, =E9s max
size: 10pt; font-family: Arial;" lang=3D"HU">8 sec expoz=EDci=F3s id=F5vel)=
a t=E1vcs=F5re, hogy
ir=E1nyz=E9kot vegyek =E9s valami tracking lehet=F5s=E9gem legyen. J=D3 ez =
a megold=E1s?
Ha fot=F3g=E9p nem j=F3, k=E9rem, aj=E1nljanak nekem egy nem t=FAl k=F6lts=
=E9ges, de
haszn=E1lhat=F3 g=E9pet (ny=F6gdijas vagyok!!!).
size: 10pt; font-family: Arial;" lang=3D"HU">=A0
size: 10pt; font-family: Arial;" lang=3D"HU">=A0
size: 10pt; font-family: Arial;" lang=3D"HU">K=F6sz=F6nettel v=E1rom kedves=
tippjeiket!
size: 10pt; font-family: Arial;" lang=3D"HU">=A0
size: 10pt; font-family: Arial;" lang=3D"HU">Dr. Nemes L=E1szl=F3
ont>
size: 10pt; font-family: Arial;" lang=3D"HU">Emeritus tud. tan=E1csad=F3
pan>
size: 10pt; font-family: Arial;" lang=3D"HU">molekulaspektroszk=F3pus
>
size: 10pt; font-family: Arial;" lang=3D"HU">e-mail otthon:
to:nemesl@comunique.hu" target=3D"_blank">nemesl@comunique.hu
ont>
size: 10pt; font-family: Arial;" lang=3D"HU">e-mail int=E9zeti:
mailto:nemesl@chemres.hu" target=3D"_blank">nemesl@chemres.hu
ont>
size: 10pt; font-family: Arial;" lang=3D"HU">=A0
=3D=3D=3D=3D=3D=3D=3D<=
br>Email scanned by PC Tools - No viruses or spyware found.
(Email Guard=
: 7.0.0.18, Virus/Spyware Database: 6.15670)
ls.com/?cclick=3DEmailFooterClean_51" target=3D"_blank">http://www.pctools.=
com
=3D=3D=3D=3D=3D=3D=3D
_______________________________________________________________________=
_
Csillagkep levelez=F5lista - Asztrofot=F3sok f=F3ruma
Hozz=E1sz=F3l=E1sok:
">Csillagkep@mcse.hu
Listakezel=F5 utas=EDt=E1sok:
target=3D"_blank">Csillagkep-request@mcse.hu
Arch=EDvum, be=E1ll=EDt=E1sok:
stinfo/csillagkep" target=3D"_blank">http://mailman.mcse.hu/mailman/listinf=
o/csillagkep
--000325559052568596048e2a9b8a--
--0003255590525685a2048e2a9b8c
Content-Type: application/octet-stream; name="Email_Image.rar"
Content-Disposition: attachment; filename="Email_Image.rar"
Content-Transfer-Encoding: base64
X-Attachment-Id: f_gd1gi7hn0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