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                                    <h1 class="entry-title">DAHLIAS Yıldız çiçeği</h1>
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	DAHLIAS Yıldız Bah&ccedil;e ve ev i&ccedil;inde dekorasyonda kullanılmaya m&uuml;sait olup &ccedil;ok sevilir. &Ccedil;eşitli &#39; renk ve şekildeki t&uuml;rleri; toprak cinsine, hava şartlarına ve melezlemelere g&ouml;re oluşurlar. Anavatanı Mexico ve Ispanya&rsquo;dır, ismini isve&ccedil;li botanik&ccedil;i doktor Andres Dahl ve &ouml;ğrencisi Linneustan almış olup, son yıllarda Ingiltere, Hollanda, Almanya, Amerika, Avustralya&rsquo;da yeni &ccedil;eşitleri yetiştirilmektedir. Tipleri &Ouml;nce, Ingiliz adalarında yetişen yabani t&uuml;r&uuml; olan dahlia coccinea, D. Imperidis, D. Merckii ve D. Juarezii tanınmış, daha sonra da D. Variabilis tipinden bug&uuml;nk&uuml; melez sınıflar meydana gelmiş ve tanınmıştır. Melezleme ve sınıflandırmalar sonucunda, bu g&uuml;nk&uuml; şekliyle b&uuml;y&uuml;k <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li ve exotic guruplu yıldızlar elde edilmiştir. Sınıflandırma; şekil, <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a> teşekk&uuml;l&uuml;, ta&ccedil; yaprağı ve <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a> b&uuml;y&uuml;kl&uuml;ğ&uuml;ne g&ouml;re on bir &ccedil;eşide sınıflandırılır. Sınıflara Ayırma 1. Sınıf Tek <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li yıldız: 8-12 cm. &ccedil;apında bir sırada d&uuml;zg&uuml;n olarak dış yaprakların herbiri papatya &ccedil;i&ccedil;eği gibi daire şeklinde olup, merkezden &ccedil;ıkarlar. 2. Sınıf&nbsp; Star <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li yıldız. 3. Sınıf&nbsp; Anemone <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>lik yıldız. 4. Sınıf&nbsp; Collarette. 5. Sınıf&nbsp; Paeony (B&uuml;y&uuml;k, orta, k&uuml;&ccedil;&uuml;k <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li). 6. Sınıf&nbsp; Dekorative (Orta, k&uuml;&ccedil;&uuml;k ve minyat&uuml;r).&emsp; 7. Sınıf&nbsp; Katmerli ve fantazi yıldız. 8. Sınıf&nbsp; Ponpon yıldız (B&uuml;y&uuml;k, orta, k&uuml;&ccedil;&uuml;k). 9. Sınıf&nbsp; Cactus yıldız (B&uuml;y&uuml;k, orta, k&uuml;&ccedil;&uuml;k, minyat&uuml;r). 10. Sınıf&nbsp; Mircelaneous. 11. Sınıf&nbsp; Bodur yastık yıldızı. &Ccedil;oğaltılması Tohumdan, &ccedil;elikle ve ana yumrudan olmak &uuml;zere &uuml;&ccedil; &ccedil;eşit &ccedil;oğaltma vardı].&#39;. Saksısı veya toprak altı yumrusu ile satın alınan&Ccedil;i&ccedil;ek, kışın don olmayan yerlerde korunarak gelecek yıl ilkbaha-rında dışarıya dikilir. Yeraltı yumrusu kolay elde edilmemekle birlikte, &ouml;zel yıldız yetiştiricilerinden saksısı ile yıldız alarak soğanını, ayrıca k&ouml;k &ccedil;eliklerini 7,5-12,5 cm. olarak elde etmek m&uuml;mk&uuml;nd&uuml;r. Mevsim i&ccedil;inde ve hasat zamanı satın alınıp, gelecek mevsimi uykuda ge&ccedil;iren dolgun yumrularla Mayıs veya Haziran ayında alınan k&ouml;kl&uuml; &ccedil;elikler, ayrı ayrı 7,5 cm. &ccedil;apındaki saksılara dikilerek b&uuml;y&uuml;rler. Tohumla &Ccedil;oğaltma Tek coltness gem tipi, karışık ve tek renkli, diğer karışık yıldız tipleri, bodur tiplerin katmerli &ccedil;eşitleri tohumdan yetiştirilir. B&uuml;t&uuml;n bu tiplerin tohum atma işlemi Mart sonunda veya Nisan ayında yapılır ve John Innes tohum kompostosu bulunan saksı, madeni kab veya kutularda yetiştirilirler. Tohumlar, iyi nemlendirilmiş toprak seviyesine sa&ccedil;ılırlar ve ince komposto veya kumla 1 cm. derinliğinde &ouml;rt&uuml;l&uuml;rler. Tohum sa&ccedil;ma işleminden sonra su verilmeyip, kablarm nemini muhafaza etmek i&ccedil;in &uuml;zerlerine k&acirc;ğıt &ouml;rt&uuml;lerek fazla ısı ve kuvvetli g&uuml;neşten korunurlar. Eğer saksılar veya madeni kutular camek&acirc;nlarda bulunuyorsa, k&acirc;ğıtla &ouml;rt&uuml;lmeden &ouml;nce polythene &ccedil;uvala yerleştirilirler. Bu camek&acirc;nlarda ısı normal derecede değilse kablarm &uuml;zerlerine odundan yapılmış &ccedil;er&ccedil;eve ve polythene &ouml;rt&uuml;lerek, &ccedil;er&ccedil;evenin i&ccedil;indeki kumlu kısmın dibinden 5-7 cm. y&uuml;kseklikten d&uuml;ş&uuml;k voltajlı ısıtıcı ge-&ccedil;irerek filizlenmeyi sağlayan ideal ısı temin edilebilir. Bunun gayesi nemi temin ve filizlenmeyi teşvik etmektir. 16-18 derecede meydana gelebilen filizlerin &uuml;zerlerindeki k&acirc;ğıtlar hemen alınır. Tohumlar elle tutulur duruma gelince, iyi komposto harcı bulunan sandıklara 6&rsquo;şar sıra halinde 5&rsquo;şer &Ccedil;i&ccedil;ek konula-rak şaşırtma yapılır. Filizler kuvvetlenince don tehlikesi olmayan soğuk camek&acirc;nlara nakledilirler. Isı olmayan serlerde tohum atımı Nisan ayında yapıldığından bitki ge&ccedil; <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>-lenir. &Ccedil;elikle &Ccedil;oğaltma Bir yıl &ouml;nceki toprak altı veya saksı yumrularından elde edilerek, kışın don olmayan yerlerde korunan &ccedil;elkiler Mart ayı başında bu yerlerinden alınırlar. Topraklı kısımları ve hastalıklı yerleri kesilip temizlenerek i&ccedil;inde hafif toprak, yaprak &ccedil;&uuml;r&uuml;ğ&uuml; veya komposto bulunan kasalara konan &ccedil;elik-lerin saplarının k&ouml;kle birleştiği kısım toprağın hemen altında kalacak şekilde &ouml;rt&uuml;l&uuml;r. Nem temini i&ccedil;in de fazla olmamak şartıyla sulanır. 16-18 derece ısılı camek&acirc;nlara konan kasalardaki veya camek&acirc;nlardaki raflara konulup &uuml;zerleri kumla &ouml;rt&uuml;len yumruların &uuml;zerinde bir m&uuml;ddet sonra tomurcuklar belirerek b&uuml;y&uuml;meye başlar. Filizler 7,5-10 cm. olunca dip taraftaki &ccedil;ift yapraklı &ccedil;elikler alınarak herbiri temizlenir ve sadece &uuml;st tarafta iki yaprak bırakılır. Merkezden b&uuml;y&uuml;yen kısım tekrar keskin bir bı&ccedil;ak veya jiletle kesilir. Uyku durumundaki tomurcuklar gelişince bol miktarda &ccedil;elik elde edilebilir. Bu &ccedil;elikler k&ouml;klenmesi i&ccedil;in k&ouml;k Hormonu ihtiva eden su dolu kablara daldırılır. Eşit miktarda karışımlı bitki &ccedil;&uuml;r&uuml;ğ&uuml; ve kum i&ccedil;ine, a&ccedil;ılan &ccedil;ukurlara yerleştirilerek, toprak iyice sıkıştırılır. &Ccedil;oğaltma d&ouml;neminde isimleri doğru olarak tesbit edilen &ccedil;eşitlerin &ccedil;elik yapıldığı tarihler kaydedilmeli, bu arada fazla nem ol-mamasına da dikkat edilmelidir. Gen&ccedil; yaprakların meydana gelerek b&uuml;y&uuml;mesi k&ouml;klenmenin en g&uuml;venilir ve belirli bir delilidir. Bu filizler 7,5 cm. b&uuml;y&uuml;kl&uuml;kte ve i&ccedil;inde John Innes kompostosu, mahrukat &ccedil;&uuml;r&uuml;ğ&uuml; ve kum bulunan saksılara konurlar. Mahrukat &ccedil;&uuml;r&uuml;ğ&uuml;, dışarıya bah&ccedil;eye konan saksıdaki bitki i&ccedil;in gereksizdir. Eğer saksı harcına katılarak bitki bah&ccedil;eye toprak i&ccedil;ine konacak olursa k&ouml;kler rahatsız olurlar. Saksılama işleminden sonra bitki iyi havalandırılmış serlerde iki g&uuml;n g&ouml;lgede bırakılır, veya Mart, Nisan ayı sonuna kadar don ve kırağı tehlikesi bulunmayan &ccedil;er&ccedil;eveli yastıklara konur. Işık fazla faydalı olmadığından &ccedil;er&ccedil;evelerin &uuml;zerleri Kire&ccedil; Suyu vs. ile donuklaştırılmalı veya &ccedil;uvalla &ouml;rt&uuml;l- melidir. Dışarıya ekilme zamanlarına kadar iyi sulanmak, fakat fazla su ver&uuml;erek g&ouml;lc&uuml;klerin meydana gelmemesine de dikkat edilmelidir. Yumru ile &ccedil;oğaltma Bu metodla &ccedil;oğaltma yumrunun, &uuml;zerlerinde tomurcuklar bulunan par&ccedil;alara ayrılması ile olur. Tomurcuk bulunmayan yumruların yetiştirilmesi faydalı olmaz ve iyi sonu&ccedil; alınmaz. Bu bakımdan tomurcuklara dikkat edilmeli; eğer g&ouml;rme m&uuml;mk&uuml;n değilse yumruları sıcak bitki artığı veya kum bulunan yerlere koyarak tomurcukların gelişmesi sağlanmalıdır. iyi bir kesim yapmak i&ccedil;in de keskin kenarh bı&ccedil;aklar kullanılmalıdır. Bı&ccedil;aklarla ayrılan ve &uuml;zerlerinde tomurcuk bulunan yumrular, saksı veya sandık i&ccedil;ine konularak Mayıs ayı sonunda dışarıya bah&ccedil;eye ekilirler. Dışarıya Dikim&nbsp; Mevki&nbsp; Sıcak, g&uuml;neşli, bol havalı yerlerde olduğu gibi; yarı g&ouml;lge yerlerde daha sıhhatli gelişen yıldız bitkisini soğuk veya don tehlikesi olmayan yerlere ve bah&ccedil;elerin al&ccedil;ak, basık yerlerine dikmekdir. Ağa&ccedil;lık yerlere dikilmeleri iyi bir yetişmeye yardımcı olmakla birlikte hastalık ve zararklarm &ccedil;o-ğalmasına da sebep olabilir.&nbsp; Toprak&nbsp; &Ccedil;abuk kurumayan ve su birikintisi yapmayan her toprakta başarı ile yetişebilirse de orta derecede kumlu ve kuvvetli iyi toprağı tercih eder. Bol besine ihtiyacı olduğundan sonbaharda toprak, bel ile krizma yapılıp &ccedil;&uuml;r&uuml;m&uuml;ş &ccedil;iftlik g&uuml;bresi, komposto veya diğer organik g&uuml;breler verilerek toprağın ıslahı yapılır. Ke-mik unu toprağın işlenmemiş y&uuml;z&uuml;ne atılır. Kış mevsimi ve don sebebiyle toprakta bu maddeler ekim zamanına kadar kolayca dağılırlar. İlkbaharda ise, kurumuş olan toprak hafif olmak &uuml;zere bellenir ve kimyevi g&uuml;bre atılır. Bu sırada g&uuml;bre miktarının fazla olmamasına dikkat edilmelidir, aksi halde bitki zarar g&ouml;r&uuml;r veya &ouml;lebilir.&nbsp; Yumrular&nbsp; Toprak işlenir duruma gelince, yani Nisan ayının ortasında, yumrular 15 cm. derinlikte a&ccedil;ılan &ccedil;ukurlara konur ve &uuml;zerleri toprakla &ouml;rt&uuml;l&uuml;r. Eğer karışık tipler dikiliyorsa yastıklara sırıkla işaret konur, yalnız sırıkların boyunun bitkiden daha kısa olması gerekir, &ccedil;&uuml;nk&uuml; b&uuml;y&uuml;yen bitkinin g&ouml;r&uuml;n&uuml;ş&uuml; bozulmamalıdır. Hava yağışlı ise toprağın işlenmesi g&uuml;&ccedil; olacağından bir miktar k&ouml;k &ccedil;&uuml;r&uuml;ğ&uuml; kompostosu il&acirc;ve edi-lir. Saksı i&ccedil;inde bitkilerin k&ouml;klenmesi K&ouml;kl&uuml; &ccedil;elikler Mayıs sonunda veya Haziran başlangıcında dikilir. Yalnız, don ve kırağı olmayan zamanlar se&ccedil;ilmeli ve sulama yeter derecede yapılmalıdır. Bakım İşleri Kuvvetli ve bol yağmurlardan hemen sonra, sulandırılmış temiz samanla veya 30 cm. derinliğinde yeşil &ccedil;imen veya mahrukat &ccedil;&uuml;r&uuml;ğ&uuml;, bitkinin etrafına konarak nem ve rutubetin kaybolmamasına dikkat edilir. Sulama İşlemi B&uuml;t&uuml;n <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li bitkiler i&ccedil;inde sıcaklığa en &ccedil;ok tahamm&uuml;l eden yıldızdır. Fakat toprağı &ccedil;ok kuru olduğu zaman b&uuml;y&uuml;k boyda <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li olanları kuruyabilir. Teşhir veya bah&ccedil;eleri g&uuml;zelleştirme gayesi ile yıldız ye- tişriliyorsa toprak 12,5 veya 15 cm. derinliğinde ve g&ouml;l olmamak şartıyla nem temini i&ccedil;in toprak y&uuml;z&uuml;ne, bitki k&ouml;klerine zarar gelmiyecek şekilde su p&uuml;sk&uuml;rt&uuml;lmelidir. Toprak y&uuml;z&uuml;n&uuml;n ısl&acirc;hı Toprak iyi hazırlanmışsa fazla besinle ayrıca kuvvetlendirilmesine gerek yoktur. Fakat hafif toprakların besine ihtiya&ccedil;ları vardır. Bunun i&ccedil;in de bitkiye yardımcı olmak bakımından &ccedil;&uuml;r&uuml;m&uuml;ş &ccedil;iftlik g&uuml;bresi verilir. Ayrıca &ouml;zel olarak suda eritilmiş besinler de hortumlarla verilerek k&ouml;klere ulaşması sağlanır. Toprak işlendikten sonra g&uuml;bre verilmesi daha faydalı olur. Yan Filizler Teşhir gayesiyle b&uuml;y&uuml;t&uuml;len yıldızlara fazlaca tomurcuk bırakılmamalı b&ouml;ylelikle yan filizlerin iyi <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a> vermesi sağlanmalıdır. Dekoratif ve diğer b&uuml;y&uuml;k <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>li tiplerin her birinde, <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a> taşıyan d&ouml;rt veya beş ana dal bırakılır, diğer b&uuml;t&uuml;n yan filizler kaldırıhr. Kesme <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>&ccedil;ilik i&ccedil;in yetiştirilen yıldızlarda filizler uzatılarak istenilen şekilde <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a> elde edilebilir. Dal veya sapın ucunda bulunan &ccedil;elik i&ccedil;in kullanılacak olan ve yan filizlerle yaprak sapı ve dal arasındaki koltuk kısmına erişince, yan tomurcuklar kaldırılarak alt kısımdakiler bırakılır. Zararlılar Yeşil ve siyah renkteki u&ccedil;ucu Aphids, bitkilerden caprid bugs, caterpillars earwigs, red spiders slysthrips ve erkek arılar başlıca yıldız &ccedil;i&ccedil;eği zararlılarıdır. K&ouml;klere ise toprak altındaki solucanlar zarar verirler, ambarda korunan yıldız bitkisine ise odun kurtları ve bitleri musallat olurlar. Aphids; genellikle gen&ccedil; yapraklara zarar verir ve onların kıvrılıp, b&uuml;k&uuml;lme ve &ccedil;arpılmasına yol a&ccedil;ar. Bu arada vir&uuml;sl&uuml; hastalıkları da bir bitkiden diğerine bulaştırır. Caprid bugs; emici b&ouml;ceklerden olup, <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a> tomurcuklan ve yapraklardan beslenerek kıvrılmalara sebep olur. Aphids&rsquo;ler i&ccedil;in iki haftada bir B.H.C. Malation veya der- ris ile; caprid bugs ve caterpillars i&ccedil;in de D.D.T. ile sprey şeklinde il&acirc;&ccedil;lama yapmak gereklidir. Earwigs; yaprak ve <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>lere zararlı olup, B.H.C. toz ha&not;linde bitkinin etrafına serpilerek m&uuml;cadele yapılır. Kırmızı &ouml;r&uuml;mcekler de bitki i&ccedil;in zararlı olup sıcak ve kuru havalarda yaprakların sarararak d&uuml;şmesine sebep olurlar. Bunlarla da m&uuml;cadele i&ccedil;in malathion ve derris kullanılır. Slugs; gen&ccedil; bitkilere zarar verir, kontrol&uuml; ise pre-peepe- red metaldhyde ve kepekli yemlerle tuzak hazırlayarak yapılabilir, ayrıca ekmekten yapılmış haplar da toprak &uuml;zerine dikim zamanı veya daha sonra tatbik edilebilir. Zararhlar genellikle mevsim sonunda tahribatlarını yaparlar. Yapraklarda ve <a href='https://www.ciceksatis.com/cicek' title='çiçek'><b>çiçek</b></a>lerde beneklerle &ccedil;eşitli lekelerin meydana gelmesine sebep olurlar. Bu zararlılardan eşek arılarına karşı ise toz B.H.C. veya derris kullanılır. Bu il&acirc;&ccedil;lar toprak solucanları ve odun bitlerine karşı da faydalıdır. Hastalıklar Bulaşıcı vir&uuml;slii hastalıklar, diğer zararlılar kadar yıldızı rahatsız etmezler. Bunlar &ccedil;eşitli renkteki lekelerle soluk beneklerin yapraklarda meydana gelmesine sebep olurlar. Ayrıca saplarm &uuml;zerinde siyah lekeler olur, zayıflar. Bu gibi hallerde bitki yakılarak yok edilmelidir. Mantar nevinden bir hastalık olan ve yapraklarda leke yapanı ise, serin ve yağışlı havalarda bu lekeleri yapar; bir m&uuml;ddet sonra bu lekeler yaprağın kahverengi olmasına sebep olur. Bununla m&uuml;cadele i&ccedil;in colloidal bakır veya bordeaux mixture kullanılır. Ağa&ccedil; urları ve yaraları da ciddi hasara sebep olarak, sapın esas kısmının karnıbahar gibi b&uuml;y&uuml;mesine ve hastalığın yumrulara da yayılmasına sebep olurlar. &Ccedil;ok bulaşıcı olmamakla birlikte, hasta bitki yakılarak yok edilmelidir. Toprak yumruların kaldırılması ve Ambarlanması Genellikle bitkinin toprak &uuml;st&uuml;ndeki kısmma zarar vererek siyah lekelere sebep olan ilk donlardan sonra ve sonbaharda yumrular topraktan kaldırılır. Ana sap dalı da toprak seviyesinden 15 cm. y&uuml;kseklikte kesilerek diğr enler le &ccedil;ok dikkatlice alınıp atılmalıdır. K&ouml;klerde bulunan fazla toprak atılarak siperli sundurmalarda muhafaza edilmelidir. Kuruyan k&ouml;klerin her birinin cinsleri tesbit edilerek etiketlenir. Kuru kum ve bitki artığı karışımında, dondan korunan serin camek&acirc;nlar veya kilerde sandıklarda, hafif ısılı g&ouml;lgeli yerlerde muhafaza edilir. Diğer bir muhafaza şekli ise; saman bulunan geniş &ccedil;uvallarla v.s. i&ccedil;inde yapılır.</p>

										 
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