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	<title>Casos archivos - Dentium Clínica Dental | Tu Sonrisa, Nuestra Pasión en Barcelona</title>
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	<description>Clínica Dentium en Barcelona ofrece una amplia gama de tratamientos dentales, incluyendo implantes, ortodoncia y estética dental, con un enfoque en la tecnología avanzada y la atención personalizada.</description>
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	<title>Casos archivos - Dentium Clínica Dental | Tu Sonrisa, Nuestra Pasión en Barcelona</title>
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		<title>Carillas estéticas</title>
		<link>https://clinicadentium.com/blog/lorem-ipsum-dolor-sit-amet-consectetur-4/</link>
		
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		<pubDate>Tue, 09 Jul 2024 11:36:09 +0000</pubDate>
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					<description><![CDATA[<p>Las carillas dentales son finas laminas tipo “lentes” que cubren el diente para recuperar o modificar su forma y color consiguiendo así la estética que queremos.</p>
<p>La entrada <a href="https://clinicadentium.com/blog/lorem-ipsum-dolor-sit-amet-consectetur-4/">Carillas estéticas</a> se publicó primero en <a href="https://clinicadentium.com">Dentium Clínica Dental | Tu Sonrisa, Nuestra Pasión en Barcelona</a>.</p>
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<h2 class="wp-block-heading">Las carillas dentales son finas laminas tipo “lentes” que cubren el diente para recuperar o modificar su forma y color consiguiendo así la estética que queremos.</h2>



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(/figma)--&gt;"></span></p>



<p>Para ello, realizamos primero un riguroso estudio anatómico, donde diseñamos sonrisas para conseguir la proporción adecuada y deseada en función de cada paciente y cada sonrisa, ya que cada tratamiento es totalmente personalizado.<br><br>Estas carillas puedes ser de varios materiales, llamándose directas las que realizamos sobre el diente capa a capa, directamente en clínica, con resinas estéticas especiales para su perfecto acabado abrillantado y mantenimiento a lo largo de los años. Por otro lado las carillas indirectas, elaboradas en el laboratorio “fuera de boca” en hornos especializados con técnicos de alto nivel para conseguir el ajuste y acabado ideales con materiales cerámicos. Las carillas cerámicas pueden ser de diferentes tipos según la necesidad y objetivo final de cada caso:<br><br>1.1 Carillas directas de composite<br>1.2 Carillas indirectas de cerámica disilicato de litio<br>1.3 Carillas indirectas de cerámica feldespátca</p>



<h3 class="wp-block-heading"><strong>1.1 Carillas de composite</strong> </h3>



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<p>Son de resina esética de microrelleno puro para que brillen y tengan un acabado estético excelente.<br>No requieren tallado o “lijado” (vulgarmente dicho) del diente previo, por tanto son reversibles y totalmente atraumáticas.<br>Tiene una durabilidad de aproximadamente 8-10 años, dependiendo del mantenimiento, hábitos y cuidado del propio paciente.<br>Tienen un coste más económico que las cerámicas y requiere un mantenimiento semestral o anua según el caso.</p>



<figure class="wp-block-image alignleft size-large is-resized"><img fetchpriority="high" decoding="async" width="1129" height="818" src="https://clinicadentium.com/wp-content/uploads/2024/07/2-1024x742.png" alt="" class="wp-image-1287" style="width:900px" srcset="https://clinicadentium.com/wp-content/uploads/2024/07/2-1024x742.png 1024w, https://clinicadentium.com/wp-content/uploads/2024/07/2-300x217.png 300w, https://clinicadentium.com/wp-content/uploads/2024/07/2-768x556.png 768w, https://clinicadentium.com/wp-content/uploads/2024/07/2.png 1129w" sizes="(max-width: 1129px) 100vw, 1129px" /></figure>



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<h3 class="wp-block-heading"><strong>1.2 Carillas de disilicato de litio (E.max)</strong></h3>



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<p>Son cerámicas de alta resistencia, las más duras y fuertes. Con ellas podemos conseguir el máximo de los blancos, así como la forma deseada. Ideales en casos de tetraciclinas, con bases oscuras y necesidad de cambios de COLOR.<br>No requieren mantenimiento, es un material totalmente cristalino que mantiene su color a lo largo de los años.<br>Su durabilidad es muy larga. Si las cuidamos puede durar muchísimos años sin necesidad de ningún mantenimiento especial.<br>Su coste es mayor a las de composite, pero a largo plazo sin duda merece la pena la inversión.</p>



<figure class="wp-block-image alignleft size-large is-resized"><img decoding="async" width="1024" height="625" src="https://clinicadentium.com/wp-content/uploads/2024/07/3-1024x625.png" alt="" class="wp-image-1288" style="width:900px" srcset="https://clinicadentium.com/wp-content/uploads/2024/07/3-1024x625.png 1024w, https://clinicadentium.com/wp-content/uploads/2024/07/3-300x183.png 300w, https://clinicadentium.com/wp-content/uploads/2024/07/3-768x469.png 768w, https://clinicadentium.com/wp-content/uploads/2024/07/3.png 1132w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



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<h3 class="wp-block-heading"><strong>1.3 Carillas Feldespáticas</strong></h3>



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<p>Las carillas PREMIUM, son carillas ultrafinas, tipo lentes de contacto totalmente cerámicas, cristalinas, hipernaturales y atraumáticas.<br>No requieren tallado ni preparación del diente previa.<br>Son duraderas y lisas como las de disilicato y atraumáticas como las directas. Son nuestras favoritas para todos aquellos casos con una base de color “correcta” que no requiera un excesivo cambio de tono. Dando la forma ideal y MÁS NATURAL que existe!<br>Su coste, es el mayor de todos, son las más caras pero la mejor inversión sin duda que puedes hacer si buscas una sonrisa ideal y 100% NATURAL.</p>



<figure class="wp-block-image alignleft size-large is-resized"><img decoding="async" width="1024" height="589" src="https://clinicadentium.com/wp-content/uploads/2024/07/4-1024x589.png" alt="" class="wp-image-1289" style="width:900px" srcset="https://clinicadentium.com/wp-content/uploads/2024/07/4-1024x589.png 1024w, https://clinicadentium.com/wp-content/uploads/2024/07/4-300x173.png 300w, https://clinicadentium.com/wp-content/uploads/2024/07/4-768x442.png 768w, https://clinicadentium.com/wp-content/uploads/2024/07/4.png 1131w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>
<p>La entrada <a href="https://clinicadentium.com/blog/lorem-ipsum-dolor-sit-amet-consectetur-4/">Carillas estéticas</a> se publicó primero en <a href="https://clinicadentium.com">Dentium Clínica Dental | Tu Sonrisa, Nuestra Pasión en Barcelona</a>.</p>
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		<item>
		<title>Implantología Avanzada</title>
		<link>https://clinicadentium.com/blog/lorem-ipsum-dolor-sit-amet-consectetur-3/</link>
		
		<dc:creator><![CDATA[dentiumx]]></dc:creator>
		<pubDate>Thu, 13 Jun 2024 09:34:00 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[Casos]]></category>
		<guid isPermaLink="false">https://clinicadentium.com/?p=543</guid>

					<description><![CDATA[<p>Nuestra directora médica, la Dra. Elisabet Sabariego Palacio, es directora y docente del Master de cirugía peridontal, implantología y rehabilitación en CIDESID, homologado por la UCAM a nivel europeo.</p>
<p>La entrada <a href="https://clinicadentium.com/blog/lorem-ipsum-dolor-sit-amet-consectetur-3/">Implantología Avanzada</a> se publicó primero en <a href="https://clinicadentium.com">Dentium Clínica Dental | Tu Sonrisa, Nuestra Pasión en Barcelona</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<h2 class="wp-block-heading">Nuestra directora médica, la Dra. Elisabet Sabariego Palacio, es directora y docente del Master de cirugía peridontal, implantología y rehabilitación en CIDESID, homologado por la UCAM a nivel europeo.</h2>



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(/figma)--&gt;"></span></p>



<p>Por ello, contamos con el mejor protocolo y equipo tecnológico para realizar cirugías de todo tipo de complejidad y especialidad.<br><br>Llevamos más de 100 de pacientes rehabilitados con implantes y dientes FIJOS que venían de otras consultas donde le decían que NO SE PODIAN PONER DIENTES FIJOS.<br><br>Más de 1000 pacientes tratados con implantología avanzada, injertos avanzados óseos en defectos verticales y horizontales de columen de hueso.<br><br>Especialistas en cirugía plástica periodontal (cirugía mucogingival)<br><br>Los injertos de encía, son uno de los tratamientos más necesarios en nuestros pacientes, siendo una de las técnicas mas meticulosas en cirugía oral. Pocas clínicas pueden ofrecer esta especialidad con calidad y resultados de éxito. Nuestros especialistas son expertos en esta área por ello no dudes en consultarnos y valorar tu diagnóstico sin compromiso.</p>
<p>La entrada <a href="https://clinicadentium.com/blog/lorem-ipsum-dolor-sit-amet-consectetur-3/">Implantología Avanzada</a> se publicó primero en <a href="https://clinicadentium.com">Dentium Clínica Dental | Tu Sonrisa, Nuestra Pasión en Barcelona</a>.</p>
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