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  1. Braces also can easily interface with different orthodontic appliances to right overbites, overjets, and other serious malocclusions. That means extra accurate, safer and efficient therapy or a greater diversity of circumstances. Straighten your tooth with inexpensive clear braces delivered to the consolation of your home and begin seeing the outcomes inside 6 to eight weeks. “Some dentists and orthodontists, myself included, run Invisalign specials all 12 months long,” says Dr. Busch.
  2. The price of braces and Invisalign can differ relying on several elements. Evaluate the price of both therapy options, together with any potential insurance coverage or financing plans obtainable. While Invisalign could also be costlier, braces require frequent maintenance appointments. Traditional braces are highly effective for correcting a broad range of orthodontic points.
  3. Positioning the tooth round may be uncomfortable and painful, however there are fewer gum and mouth problems. Invisalign aligners are manufactured from special plastic and customized to fit every patient’s mouth, which ensures you don't get cuts on the within of the cheeks. When weighing the costs, think about not simply the financial side but also what issues most to you in a therapy expertise. Invisalign could offer more comfort and discretion, however braces provide a powerful and generally more inexpensive answer, especially for complex instances. Consulting with your orthodontist can help clarify anticipated costs based on your specific needs and goals.
  4.  It’s a well-liked alternative for both adults and youths who're on the lookout for a discreet means to improve their smile with out disrupting their every day lives. You might have multiple dental and facial issues that need correcting - braces can be utilized to repair each so you finish remedy with an unimaginable smile. Replacing misplaced Invisalign trays can add to the overall price of treatment. Inspired by customer suggestions emphasizing the significance of whole-person care, Humana Extend represents a transition from conventional dental insurance coverage. Food particles and plaque could accumulate across the braces, growing the danger of tooth decay and gum disease.
  5.  Care And Cleansing
  6. Often people ask is invisalign quicker than braces so earlier than deciding on which treatment you must use, ask your orthodontist should you can anticipate the identical end result from all strategies. This will permit you to make an knowledgeable choice on which kind of treatment is best for you. An skilled and ethical orthodontist will advise you on the best treatment options in your own specific scenario. While conventional metallic braces are the most common and reasonably priced, they’re not your solely option. If you want to keep away from wearing steel brackets on the entrance of your tooth, varied different braces are extra discreet.
  7.  Invisalign And Braces: What Are They?
  8. The value for every therapy will depend on such variables as degree of misalignment, length of remedy and placement. Josaida Contreras is a Doctor of Dental Surgery and Endodontics specialist with nearly 20 years of expertise. Educated in each Latin America and the us, she continues to broaden her experience by way of advanced training in implant dentistry. Orthodontist and dentist prescribed remedy makes it straightforward to get the smile you’ll love. There are several disadvantages of Invisalign that you must remember before contemplating them on your orthodontic wants.
  9. This low value doesn’t mean you’re compromising on high quality of care, although. ALIGNERCO just select not to put a lot into marketing, they usually move on the financial savings to their clients. They are additionally recognized for his or her responsive and useful buyer care, which is essential when you’re doing issues from home. But you could also go for single-arch therapy for just your prime or backside teeth, in addition to nighttime-only treatment.
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  11.  What's Oil Pulling? The Method It Works, Benefits And Risks
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  13. However, the danger of misplacing or forgetting the aligners is a factor that may impression the reliability of Invisalign remedy. Additionally, the number of trays required for Invisalign therapy can also affect the fee. Each set of aligner trays is custom-made and designed to gradually move the enamel into the desired place. Patients may have a number of sets of aligners, relying on their specific remedy plan. The average price of traditional braces ranges from $1,seven-hundred to $6,000, while Invisalign can price between $2,400 and $9,000. These prices are estimates and will differ relying on the complexity of dental issues and the number of aligner trays needed.
  14. Invisalign remedy sometimes lasts between 12 to 18 months for moderate cases. However, less complicated cases can typically be completed in as little as 6 months, while extra involved issues might lengthen the remedy time. The key to success with Invisalign is consistency—wearing the aligners for the beneficial 22 hours a day ensures that the teeth are moving as deliberate. These plans help you get the best therapy timely, even should you cannot pay upfront. Braces usually are not limited to conventional contraptions or orthodontic units created from steel brackets and wires.
  15. These different options are typically costlier than traditional braces. If you don’t maintain your aligners in for 20 to 22 hours daily, you risk a longer therapy time and will compromise the final outcomes. On the other hand, Invisalign may still be cheaper than ceramic or lingual braces. These are costlier than conventional braces, and insurance won’t always cover them. You could be considering clear ceramic braces or lingual braces too, as an various to conventional metallic.
  16. Fortunately, most customers can fix tooth discoloration by sustaining good brushing habits and whitening teeth after treatment. People with braces shouldn’t eat a number of foods, together with gum, bagels, hard candy, and popcorn, which may get stuck in the brackets and even injury the brackets or wires. By adhering directly to every tooth, braces are extra powerful than clear aligners, resulting in an unbelievable smile in even essentially the most difficult circumstances.
  17. invisalign vs braces " 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"/>
  18. Braces are made up of brackets which would possibly be glued to the surface of the tooth and connected by wires or elastics. The wires are periodically adjusted by the orthodontist to assist shift the tooth into their proper positions. Embarking on your journey to a perfect smile has by no means been easier with Rallis & Bonilla Orthodontics. If you’re considering enhancing your smile and desire a answer that matches seamlessly into your life, we invite you to discover the possibilities with us. Our group is devoted to providing customized care that meets your unique wants and goals.
  19. Transform your smile with confidence at Dillon American Orthodontics in Landstuhl-Ramstein, Germany. With Dr. Dillon’s Gold Level Invisalign expertise and over 25 years of orthodontic experience, we provide unparalleled care. Our commitment to patient satisfaction, environment friendly scheduling, clear pricing, and the highest high quality merchandise guarantee a superior orthodontic journey. They make the most of self-ligation expertise, which implies they don’t require elastic or steel ties, lowering friction and growing consolation. Invisalign tends to be extra comfy than braces because they do not appear to be made from metal and it applies a gentler pressure onto your enamel to move them. "Orthodontists do not simply cope with tooth alignment, we also cope with skeletal or jaw misalignment issues that require plenty of adjustment and time," says Tabakman.
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  21. Orthodontic therapies contain some degree of discomfort as your teeth shift into their right positions, however the degree of comfort varies between Invisalign and braces. For those that don’t thoughts exhibiting off their braces, traditional choices are equally efficient. If you desire a remedy that’s almost undetectable, Invisalign is the clear winner. Its aligners are clear and mix in together with your teeth, making them particularly in style amongst adults and teenagers.
  22. A customised therapy plan shall be mapped out from this image, exhibiting how your teeth will move over time. The period of orthodontic treatment depends on the complexity of your case, but there are some variations between Invisalign and braces. Invisalign is less complicated to hold up, however it requires discipline to put on the aligners as directed. Braces are fastened in place, so you don’t have to worry about losing them, but cleaning requires more effort.
  23. It’s often the case that lingual braces cost more than Invisalign, especially if you select a model with custom-fitted brackets. The Invisalign therapy plan contains an analysis with an Invisalign doctor, who creates a custom treatment plan to straighten your smile. Each of these treatments has advantages and disadvantages; all of it comes right down to which one most carefully fits your needs. Maintaining correct oral hygiene is very important for people with braces, as they'll cause plaque buildup and enhance the risk of cavities or gum problems. When it comes to Invisalign vs braces, there isn't a universally "higher" option—only the one which's best for you. Each therapy has its personal strengths, and the right selection depends on your dental condition, way of life, age, and private targets.
  24. My website: