Flat feet
The term flat feet (also called a fallen arch) is a medical condition in which human foot arches are very low or the entire sole of the human foot is touching the ground.
| Flat feet | |
|---|---|
| Other names | Pes planus, fallen arches |
| File:Flatfoot.jpg | |
Flat feet in children may become regular arches later on.[1] Adults with this condition may have problems involving arch development.
The opposite, less common condition is called high arch.
Flat Feet Media
- Male Right Foot 1.jpg
Grown male right foot (angle 1)
Flat feet of a child are usually expected to develop into high or proper arches, as shown by feet of the mother.
- Flat feet soles.jpg
A woman in her thirties dorsiflexes, showing an absence of arches, over-pronated navicular and hallux valgus in the toes typically associated with flat feet.
- Acessory Navicular Bone 3.jpg
Acquired Flat foot deformity with clinical soft tissue swelling.
- Talonavicular coverage angle.jpg
Dorsoplantar projectional radiograph of the foot showing the measurement of the talonavicular coverage angle.
- Calcaneal pitch.jpg
Weight-bearing lateral X-ray showing the measurement of calcaneal pitch, which is an angle of the calcaneus and the inferior aspect of the foot, with different sources giving different reference points. A calcaneal pitch of less than 17° or 18° indicates flat feet.
Same lateral X-ray showing the measurement of Meary's angle, which is the angle between the long axis of the talus and first metatarsal bone. An angle greater than 4° convex downward is considered a flat foot, 15° - 30° moderate flat foot, and greater than 30° severe flat foot.
References
- ↑ Franco, Abby Herzog 1987. Pes Cavus and Pes Planus analyses and treatment. Physical Therapy 67 (5): 688–94. [1]
- ↑ Zhou B, Tang K, Hardy M (December 2014). "Talocalcaneal coalition combined with flatfoot in children: diagnosis and treatment: a review". Journal of Orthopaedic Surgery and Research. 9 (1) 129. doi:10.1186/s13018-014-0129-9. PMC 4276075. PMID 25499625. S2CID 16663986. (CC BY 4.0)