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  • Bergmann Honore posted an update 1 year, 1 month ago

    Tooth eruption could additionally be altered by some environmental components. When eruption is prematurely stopped, the tooth is claimed to be impacted. The most typical reason for tooth impaction is lack of area within the mouth for the tooth.[70] Other causes could additionally be tumors, cysts, trauma, and thickened bone or gentle tissue. Tooth ankylosis happens when the tooth has already erupted into the mouth but the cementum or dentin has fused with the alveolar bone. This may trigger a person to retain their primary tooth instead of having it changed by a everlasting one.

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”/>

    The first set of enamel are known as primary, or deciduous, ones, and the second set are known as permanent ones. In fact, over 90% of adults in the us over 40 have had no less than one cavity. Cavities can kind when micro organism eat via the exhausting, outer layer of your enamel. Once the dentin underneath loses this protective layer, the bacteria continue to erode your tooth.

    How Do Teeth Function?

    Certain bacteria in the mouth reside off the stays of meals, particularly sugars and starches. In the absence of oxygen they produce lactic acid, which dissolves the calcium and phosphorus within the enamel.[15][42] This process, often identified as “demineralisation”, results in tooth destruction. Saliva gradually neutralises the acids, which causes the pH of the tooth surface to rise above the critical pH, typically thought-about to be 5.5. This causes remineralisation, the return of the dissolved minerals to the enamel. If there is enough time between the consumption of foods then the impact is limited and the tooth can restore themselves. Saliva is unable to penetrate through plaque, however, to neutralize the acid produced by the bacteria.

    The sawfish, the only animal with true tooth outside its mouth, makes use of the teeth on each side of its snout to slash its prey. The forms, patterns, and preparations of teeth in different species of animals are of great importance in determining their phylogenetic (taxonomic) relationships. Most youngsters have 20 major teeth that develop in (erupt) between the ages of 4 months old and 6 years old. These are baby tooth that’ll ultimately fall out and make room for everlasting adult enamel. Tooth abnormalities attributable to environmental elements during tooth growth have long-lasting effects. Enamel and dentin do not regenerate after they mineralize initially.

    As with the crown, dentin composes most of the root, which normally has pulp canals. Canines and most premolars, except for maxillary first premolars, usually have one root. Maxillary first premolars and mandibular molars often have two roots. Humans, like most other mammals, are diphyodont, meaning that they develop two sets of tooth.

    The molars, in contrast, are used exclusively for crushing and grinding. The third molar in people tends to be variable in dimension, number of roots, cusp sample, and eruption. The variety of roots for every kind of tooth varies from one for incisors, canines, and premolars to 2 or three for molars.

    • Certain micro organism within the mouth reside off the stays of foods, especially sugars and starches.
    • For adults, this formula indicates a total of 32 permanent enamel, which embrace eight incisors, 4 canines, eight premolars, and twelve molars—this complete encompasses the four knowledge enamel.
    • The exception are wisdom teeth — they often erupt between ages 17 and 21, but it is also frequent for them to turn out to be impacted, which implies that they never, or solely partially, emerge.
    • The second more than likely tooth to have microdontia are third molars.
    • People don’t want these enamel for chewing, and they are difficult to keep clear because of their place far again within the mouth.

    Elephants’ tusks are specialised incisors for digging meals up and preventing. Some elephant tooth are similar to these in manatees, and elephants are believed to have undergone an aquatic part in their evolution. The toothed whale is a parvorder of the cetaceans characterized by having enamel. They could also be numerous, with some dolphins bearing over a hundred tooth of their jaws.

    How Does A Tooth Really Feel Pain?

    Most humans have 32 teeth, though some have extra and a few have fewer. Enamel (the protecting outer layer of your teeth) is the toughest substance in the human physique. The first permanent teeth to erupt by way of the gums are 4 first, or ‘6-year’ molars, so-called as a end result of they often come via when a baby is about 6 years old. A dentist could need to remove knowledge tooth if a person has tooth decay, ache, or an an infection.

    It is a minutely toothed, chitinous ribbon, sometimes used for scraping or slicing meals before the food enters the oesophagus. The radula is exclusive to molluscs, and is present in every class of mollusc aside from bivalves. Your teeth are calcified constructions in your mouth that help crush and break aside food, so it’s simpler to swallow and digest. Canines are the sharp, pointed tooth that sit subsequent to the incisors and appear to be fangs. Canines are the longest enamel, and other people use them to tear meals. Predatory marine snails such as the Naticidae use the radula plus an acidic secretion to bore via the shell of different molluscs.

    Then, counting throughout your lower tooth, you finish up at #32 (your lower-right third molar). So, if you’ve had your knowledge enamel eliminated, or if you were born with out them, then you probably have eight molars altogether. Also called bicuspids, premolars sit between your canines and your molars (the tooth behind your mouth).

    On the other hand, the narwhals have an enormous unicorn-like tusk, which is a tooth containing tens of millions of sensory pathways and used for sensing throughout feeding, navigation, and mating. Beaked whales are almost toothless, with solely weird tooth found in males. These tooth may be used for feeding but additionally for demonstrating aggression and showmanship. Learn concerning the kinds of teeth in a fast and environment friendly means using our interactive tooth identification quizzes and labeled diagrams.

    The exception are knowledge enamel — they often erupt between ages 17 and 21, however additionally it is widespread for them to turn into impacted, which implies that they by no means, or only partially, emerge. These tooth steadily fall out, and 28 permanent enamel substitute them. Sometimes, permanent enamel push the infant enamel out, however typically, permanent enamel come through the gums in the again of the mouth behind the last child tooth within the jaw.

    Dental sealants are one other preventive remedy usually used to provide a barrier to bacteria and decay on the surface of tooth. Sealants can last up to ten years and are primarily used on the biting surfaces of molars of kids and younger adults, particularly those who might have issue brushing and flossing successfully. Sealants are applied in a dentist’s workplace, sometimes by a dental hygienist, in a process comparable in method and price to a fluoride utility. The alveolar bone is the bone of the jaw which types the alveolus around tooth.[37] Like some other bone in the human physique, alveolar bone is modified throughout life. An area of bone receiving pressure from periodontal ligaments hooked up to a tooth transferring away from it has a excessive variety of osteoblasts, resulting in bone formation. In the first set of enamel, in addition to the canines there are two types of incisors—centrals and laterals—and two types of molars—first and second.