Have you ever wondered what exactly happens when getting a dental bridge? If you face this procedure, you might feel a mix of curiosity and nervousness. Don’t worry! At Fibonacci Smile in Wenatchee, WA, we’re here to walk you through the entire process from start to finish. Let’s dive into the world of dental bridges and uncover the mystery behind this common dental solution.
Think of a dental bridge as a custom-made stand-in for your missing tooth (or teeth). It’s like a tiny suspension bridge for your mouth, anchored by the healthy teeth on either side of the gap. This “bridge” consists of one or more artificial teeth, called pontics, which are held in place by dental crowns on the adjacent teeth. The result? A seamless smile that looks and functions just like your natural teeth.
Life happens, and sometimes our teeth bear the brunt of it. You might need a dental bridge if:
Before we begin crafting your perfect bridge, we’ll start with a comprehensive examination. This includes taking X-rays and impressions of your teeth to ensure your new bridge fits like a glove. We’ll also discuss the best material for your bridge – usually porcelain or ceramic – to match your natural teeth seamlessly.
Now, let’s pull back the curtain on the actual procedure. Here’s what you can expect:
The entire process usually takes two to three visits, spread over a few weeks. Don’t worry – we’ll keep you comfortable throughout the procedure with local anesthesia.
After your bridge is in place, you might experience some sensitivity to hot and cold for a few days – this is perfectly normal. Over-the-counter pain relievers can help if you feel any discomfort.
Caring for your new bridge is similar to caring for your natural teeth:
Don’t let missing teeth hold you back any longer. Contact Fibonacci Smile in Wenatchee, WA, today to schedule a consultation. Our friendly team is ready to answer any questions you might have about dental bridges or other dental concerns. Let’s work together to create a smile that will have you counting your blessings—Fibonacci style!
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