36- Nuit du 4 au 5 mai 2019
Météo :Ciel très limpide
Instrument : le T400 ,![](/images/stories/articles/MichelR/20190504_T400.jpg)
Lieu:la Carterie, Sautron.
Avec Emmanuel, Jean-Luc et Michel LC
Constellation de la Vierge
Départ N°2A partir de Vindémiatrix (e), vers l’ouest.
NGC 4570 Vue mais faible au 13mm.
NGC 4526 Très bien vue au 31mm. Le 13mm la détaille plus. Elle est allongée avec un centre brillant.
NGC 4535 Au 31mm, elle est vue comme une faible tache assez ronde. Au 13mm ce n'est pas mieux.
Messier 49 Le centre est brillant au 31mm. Il faut insister pour voir le reste de la galaxie qui est assez large. Le 13mm montre une belle image avec une étoile sur le côté du noyau. C'est une étoile de notre galaxie en avant de Messier 49.
NGC 4762 Evidente au 31mm. Son centre brillant est situé sous un arc de 3 étoiles.
NGC 4754Dans le même champ que NGC 4762,elle est bien vue de face alignée avec 2 étoiles.
Le 13mm montre bien les 2 galaxies avec leurs extensions. La 1ère est allongée et la 2ème plus arrondie.
Messier 59, Messier 60 et NGC 4647.
Ces 3 galaxies sont vues dans le même champ au 13mm. Messier 59 est plus ronde et plus petite que Messier 60. NGC 4647 est vue comme une excroissance de Messier 60. Jolie image.
NGC 4638 Non loin des précédentes, elle forme un arc avec 2 étoiles. Evidente au 31mm. Bien détaillée au 13mm.
Un petit coup d'œil à laChaine de Markarian avant le départ de Michel (LC) et Jean Luc
Dans le même champ, Messier 84, Messier 86, NGC44835, NGC4438 et même NGC 4461. 5 galagie en un coup d'œil, au grand émerveillement de Jean-Luc.
J'ai ensuite continué seul
NGC 4866 Jolie galaxie vue par la tranche. Elle se voit bien au 31mm et au 13mm mais il faut la vision décalée.
NGC 4503 Bien vue au 31mm proche d'une étoile. Le 13mm la montre plus brillante et on distingue sa forme allongée.
NGC 4694 Assez faible mais vue au 31mm et au 13mm.
NGC 4698 Non loin de Messier 60, cette galaxie allongée est coincée entre 2 étoiles. Bien évidente au 31mm et au 13mm.
NGC 4660 Petite galaxie bien évidente non dans la banlieue de Messier 60 au 31mm et au 13mm. Elle est vue allongée.
NGC 4654et NGC 4639 Ces 2 galaxies proches sont vues dans le même champ au 31mm.
Elles sont située au bout d'un bel arc d'étoiles. Je n'ai pas résisté à l'intégrer à mon catalogue personnel d'astérisme. Je l'ai nommée Michel 43, la Couronne que Bérénice donne à la Vierge car elle est située dans la constellation de la chevelure de Bérénice, la célèbre reine d'Egypte.
![](data:image/png;base64,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)
NGC 4596 et NGC 4608 Ces 2 galaxies sont vues dans le même champ au 31mm et au 13mm. NGC 4608 est moins visible au 31mm à cause de l'éclat des étoiles autour de la brillance r (rho).
Messier 58Belle galaxie brillante au 31mm et au 13mm.
Un ciel étoilé splendide qui m'a révélé de belles galaxies avec notre nouveau 400mm. C'est avec regret que je me suis arrêté à 4h de la nuit!