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Atkins Cherry posted an update 1 year, 1 month ago
Also often identified as invisible braces, clear aligners are custom-made mouthpieces molded from medical-grade plastic by taking a 3D scan of the patient’s mouth. They apply even strain to the tooth, guiding them into the desired place in small steps. Traditional dental braces are composed of metal brackets and wires which are connected to the teeth. The wires apply strain to the enamel, inflicting them to shift gradually and align over time. Braces are an efficient orthodontic therapy for malocclusion, or “bad bites,” which includes crowded, protruding, or crooked teeth. Invisalign is a model of detachable clear aligners designed to straighten a person’s enamel progressively.
The opinions expressed are the author’s alone and haven’t been offered, permitted or otherwise endorsed by our advertisers. Similar to Invisalign, braces can value anywhere between $3,000 and $7,000, says Dr. Pechersky. The worth will vary depending on the severity of the situation and the way a lot treatment is needed. If you may have braces, you’ll should keep away from sure meals that may stick to or harm the brackets. Steer clear of onerous foods, like apples, pears, carrots, popcorn, and nuts, in addition to sticky meals, like chewy sweet and gum. Braces may be uncomfortable when steel scrapes or pushes up in opposition to the inside of your mouth.
An FSA is an employer-sponsored plan that employees can contribute to tax-free to pay for out-of-pocket medical expenses. An HSA is another pre-tax account for healthcare expenses, however you have to have a high-deductible health plan or no insurance to open an HSA. While some invisible aligner customers can do every little thing remotely, braces require regular orthodontist visits.
This consists of extreme crowding, bite misalignment and complicated tooth actions. These components work together to apply managed stress, progressively moving the tooth into alignment. Long-term results and upkeep of therapy are additionally crucial concerns.
invisalign vs braces ” 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”/>
Your orthodontist may also consider your way of life and price range, guaranteeing you get the very best outcomes from your remedy. You must take the aligners out when consuming, and it’s potential to lose the aligners. Compared with other transparent aligner companies, Invisalign aligners are costly.
- Invisalign clear aligners provide quite a few advantages over conventional braces.
- At Murray Orthodontics we are going to speak with you about your options and help decide the most effective course of treatment in your scenario.
- The orthodontist will schedule the appointments after some months to keep a verify on your progress and advocate when you must change the sets of aligners.
- In contrast, braces are a fixed treatment, meaning they do not seem to be removable and require changes by your orthodontist.
When Traditional Braces Are A Better Fit
The remedy time for braces may vary but can be longer than Invisalign, relying on the case. When contemplating orthodontic remedy, one of the major factors people typically compare is the price. The value for both Invisalign and braces can differ relying on the complexity of the dental issues and the period of the remedy. Invisalign might offer a shorter remedy time for gentle to average circumstances, however braces are more dependable for sufferers who would possibly battle with carrying aligners persistently.
Can You Get Invisalign With Missing Tooth Or Crowns?
If you’re considering Invisalign or braces and need one of the best remedy in Warrenton, VA, Minera Orthodontics is right here to assist. As a top-rated orthodontist, Dr. Sole Minera combines advanced technology with customized care to ship fast, correct, and comfortable therapies. Whether you’re excited about Invisalign, Clarity Aligners, or even customized treatments for TMJ issues, we offer a range of solutions to match your needs. Invisalign typically costs between $3,000 and $8,000, with the ultimate price relying on the length of treatment and the severity of your dental issues. While Invisalign’s value may be comparable to ceramic braces, it may be greater or decrease depending on what number of aligners you need all through the remedy. Once your braces are removed, a retainer is often wanted to guarantee that your enamel don’t shift back to their original positions.
Invisalign Vs Braces: Making The Proper Choice On Your Orthodontic Remedy
A consultation and thorough evaluation with an skilled orthodontist can provide invaluable insights into your distinctive situation. During this appointment, your orthodontist will assess your dental well being, focus on your objectives, and information you thru the advantages of each remedy option. This customized strategy ensures you make an informed choice tailored to your particular needs and preferences. Braces have long been a trusted orthodontic resolution, notably as a end result of their effectiveness in addressing a variety of points. From overcrowded enamel to significant misalignments, braces can tackle complicated cases that is probably not appropriate for clear aligners. Their design permits orthodontists to use precise strain on specific tooth, progressively guiding them into the specified position.
They are made of metallic or ceramic, wires, and bonding materials that attaches them to your teeth. The brackets are connected to the surface surface of the enamel, and skinny steel wires are threaded via them. Some individuals could require attachments to help the aligners grip and position enamel appropriately. You might solely need attachments for less than a few tooth, or you may need them on most enamel. These button-like attachments are much like the colour of your enamel, and it looks like you are carrying clear braces quite than aligners. There’s lots to consider when you are weighing up the choices of orthodontic treatment.
In common, each Invisalign and braces can include a similar price range. However, the precise value will rely on your specific therapy plan, location, and insurance coverage coverage. It’s crucial to explore your options and focus on funds together with your orthodontist to discover out the most reasonably priced selection for you.
Clear aligners provide an affordable, discreet, and convenient way to straighten your tooth. These aligners are typically much cheaper than either conventional braces or Invisalign, and the therapy time for most manufacturers averages simply 6 months. Invisalign is a selected model of detachable clear aligners that are custom-fit and designed to steadily straighten a person’s teeth.
However, some folks discover it inconvenient having to wear them for hours per day. You’re not allowed to eat or drink anything except water whereas sporting aligners. If you’re making an attempt to choose between Invisalign or braces, there’s lots to suppose about. Cost, speed of remedy, appearance, and luxury will all play an element in your determination between clear aligners and conventional fastened braces.
When comparing braces and Invisalign, one aspect to contemplate is the flexibleness in therapy plan adjustments. Braces offer orthodontists the power to have more management over tooth movement and make adjustments throughout appointments. With common visits, the orthodontist can fine-tune the remedy plan to ensure the desired outcomes are achieved.