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

    Enamel hypoplasia is a situation during which the amount of enamel formed is insufficient.[59] This outcomes both in pits and grooves in areas of the tooth or in widespread absence of enamel. Diffuse opacities of enamel doesn’t affect the quantity of enamel however adjustments its look. Affected enamel has a special translucency than the relaxation of the tooth. Demarcated opacities of enamel have sharp boundaries the place the translucency decreases and manifest a white, cream, yellow, or brown colour. Human enamel play an important role in the means of digestion, enabling the breakdown of food into smaller, manageable pieces earlier than swallowing.

    There have been a plethora of research research to calculate prevalence of sure dental anomalies in CLP populations nonetheless a selection of outcomes have been obtained.

    Other ectodermal organs include your hair, skin and sweat glands. Visiting the dentist frequently for cleansing and a checkup can guarantee tooth stay healthy and permit immediate remedy for any issues. Sometimes, knowledge tooth turn into impacted, which suggests they become trapped underneath the gum and are unable to come back through correctly. Incisors are the sharp tooth on the entrance of the mouth that bite into meals and minimize it into smaller pieces. Most enamel have identifiable options that distinguish them from others.

    Human Tooth

    The enamel are extremely specialised buildings embedded in the alveolar processes of the maxilla and mandible, taking half in a significant function in mastication and articulation. Each tooth consists of a crown, neck and root, composed of enamel (crown) or cementum (root), dentin and a central pulp cavity containing neurovascular buildings. Like most different mammals, humans have two successive sets of tooth during life.

    • A dentist may must take away knowledge enamel if an individual has tooth decay, ache, or an infection.
    • These first appear as permanent enamel when kids are 10 to 12 years old.
    • Microdontia of a single tooth is more prone to occur in a maxillary lateral incisor.
    • Macrodontia of all the tooth is known to occur in pituitary gigantism and pineal hyperplasia.

    In Search Of A Dentist?

    Regular cleanings, usually done by dentists and dental hygienists, remove tartar (mineralized plaque) that will develop even with careful brushing and flossing. Professional cleansing includes tooth scaling, utilizing varied devices or devices to loosen and take away deposits from tooth. There have been many theories about the trigger of tooth eruption. One principle proposes that the creating root of a tooth pushes it into the mouth. Another, generally identified as the cushioned hammock theory, resulted from microscopic examine of enamel, which was thought to indicate a ligament across the root. It was later found that the “ligament” was merely an artifact created in the strategy of getting ready the slide.

    Articulating Surfaces

    teeth braces price ” 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    The pulp cavity houses blood vessels, nerves and connective tissue, making it essentially the most delicate and important a part of the tooth. Its outermost layer is the enamel, the toughest substance within the human body. Enamel is primarily inorganic and composed mostly of hydroxyapatite crystals. It is typically pearl white or barely yellow in appearance and serves as a durable chewing floor whereas defending the underlying dentin from damage. Incisor teeth are the enamel at the entrance of the mouth, and they’re adapted for plucking, cutting, tearing, and holding.

    The first set, deciduous tooth, additionally known as “primary tooth”, “child teeth”, or “milk tooth”, usually finally incorporates 20 enamel. Primary tooth sometimes start to seem (“erupt”) around six months of age and this may be distracting and/or painful for the toddler. However, some infants are born with a quantity of seen enamel, often identified as neonatal tooth or “natal tooth”. The development and eruption of tooth follow a constant sample. As the child ages, the shedding of major tooth and the emergence of everlasting teeth occur systematically. Wisdom tooth, or third molars, sometimes seem between the ages of 17 and 21, completing the transition to the adult dental structure.

    This info serves a practical objective for dentists, enabling them to easily establish and describe tooth and structures throughout therapy. The incisors and cheek enamel of rabbits are referred to as aradicular hypsodont teeth. The growth or eruption is held in stability by dental abrasion from chewing a diet high in fiber. Among main tooth, 10 of them are normally found in the maxilla (i.e. upper jaw) and the opposite 10 in the mandible (i.e. decrease jaw). Among permanent teeth, sixteen are discovered within the maxilla and the opposite 16 in the mandible.

    Primary teeth erupt into the mouth from around six months till two years of age. These tooth are the only ones in the mouth till a person is about six years old. This stage, throughout which an individual has a mix of primary and everlasting teeth, is recognized as the blended stage. The combined stage lasts until the last major tooth is lost and the remaining everlasting enamel erupt into the mouth.

    The lower canines have a tendency to come by way of barely earlier than those in the higher jaw. A method for altering the natural development of eruption is employed by orthodontists who want to delay or pace up the eruption of sure enamel for reasons of space maintenance or otherwise stopping crowding and/or spacing. If a major tooth is extracted before its succeeding everlasting tooth’s root reaches 1⁄3 of its complete development, the eruption of the permanent tooth shall be delayed. Conversely, if the roots of the permanent tooth are more than 2⁄3 complete, the eruption of the permanent tooth shall be accelerated. Between 1⁄3 and 2⁄3, it is unknown precisely what is going to happen to the speed of eruption. Fluoride therapy is often beneficial to protect against dental caries.

    There are many kinds of dental anomalies seen in cleft lip and palate (CLP) patients. Both sets of dentition may be affected; nevertheless, they’re commonly seen in the affected side. Most frequently, missing enamel, supernumerary or discoloured enamel can be seen; nonetheless, enamel dysplasia, discolouration and delayed root development are also widespread. By accurately coordinating administration invasive therapy procedures could be prevented leading to profitable and conservative therapy. Tooth destruction from processes other than dental caries is taken into account a standard physiologic course of however could become severe enough to turn out to be a pathologic condition.

    The enamel of vertebrates characterize the modified descendants of bony dermal (skin) plates that armoured ancestral fishes. The crown is the functional part that’s seen above the gum. The root is the unseen portion that helps and fastens the tooth in the jawbone.

    When used appropriately, dental floss removes plaque from between enamel and at the gum line, the place periodontal disease often begins and will develop caries. Between birth and five years, age can be closely estimated by observing the eruption sample on milk tooth and then everlasting enamel. After the age of 5, age can only be conjectured by studying the wear and tear patterns on the incisors, shape, the angle at which the incisors meet, and other factors. The wear of teeth can also be affected by food plan, natural abnormalities, and cribbing. Two horses of the same age could have completely different wear patterns.