O feixe nervoso na tromba de um elefante éuma das maiores estruturas conhecidas de seu tipo
A tromba de um elefante éa¡gil e éusada para muitos propósitos. De sugar águade um lago, pegar galhos de a¡rvores e soprar terra sobre seu corpo para impedir que as moscas mordam, o tronco éuma verdadeira proba³scide multitarefa.
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)
Figura 1. O ga¢nglio trigeminal do elefante e os axa´nios do nervo infraorbita¡rio (A) Esquema de uma cabea§a de elefante com o cérebro em cinza escuro e um esquema de um neura´nio sensorial do tronco (em vermelho). O corpo celular do neura´nio (ponto circular vermelho) estãosituado abaixo do cérebro no ga¢nglio trigeminal. (B) Esquerda: o ga¢nglio trigeminal de uma faªmea adulta de elefante asia¡tico (Birma¢nia). Os principais ramos sensitivos do ga¢nglio são rotulados e o ramo maxilar se conecta atravanãs do nervo infraorbita¡rio ao tronco. O nervo trigaªmeo que se conecta ao tronco cerebral deixa o ga¢nglio dorsalmente (oposto dos ramos sensoriais) e foi cortado aqui. Direita: medula espinhal da Birma¢nia. Observe que o ramo maxilar émais espesso que um hemicorda£o, ou seja, as conexões com o tronco são mais substantivas do que os tratos nervosos que conectam o cérebro ao corpo. (C) Um corte fino (60 μm) corado com Nissl atravanãs do centro do ga¢nglio trigeminal de um bebaª elefante asia¡tico. Observe a alterna¢ncia de feixes de fibras (perifanãricos) e células (azul profundo, mais centrais). (D) Uma visão de maior ampliação das células do ga¢nglio trigeminal. As células neuronais (grande somato azul profundo) são cercadas por células satanãlites (pequeno somato redondo). No canto superior direito, os núcleos das células de Schwann (pequenos, azuis profundos, alongados) podem ser vistos. (E) Um corte transversal atravanãs do nervo infraorbita¡rio de um bebaª elefante asia¡tico corado com tetra³xido de a³smio para revelar folhas de mielina. (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051 Observe a alterna¢ncia de feixes de fibras (perifanãricos) e células (azul profundo, mais centrais). (D) Uma visão de maior ampliação das células do ga¢nglio trigeminal. As células neuronais (grande somato azul profundo) são cercadas por células satanãlites (pequeno somato redondo). No canto superior direito, os núcleos das células de Schwann (pequenos, azuis profundos, alongados) podem ser vistos. (E) Um corte transversal atravanãs do nervo infraorbita¡rio de um bebaª elefante asia¡tico corado com tetra³xido de a³smio para revelar folhas de mielina. (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051 Observe a alterna¢ncia de feixes de fibras (perifanãricos) e células (azul profundo, mais centrais). (D) Uma visão de maior ampliação das células do ga¢nglio trigeminal. As células neuronais (grande somato azul profundo) são cercadas por células satanãlites (pequeno somato redondo). No canto superior direito, os núcleos das células de Schwann (pequenos, azuis profundos, alongados) podem ser vistos. (E) Um corte transversal atravanãs do nervo infraorbita¡rio de um bebaª elefante asia¡tico corado com tetra³xido de a³smio para revelar folhas de mielina. (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051 As células neuronais (grande somato azul profundo) são cercadas por células satanãlites (pequeno somato redondo). No canto superior direito, os núcleos das células de Schwann (pequenos, azuis profundos, alongados) podem ser vistos. (E) Um corte transversal atravanãs do nervo infraorbita¡rio de um bebaª elefante asia¡tico corado com tetra³xido de a³smio para revelar folhas de mielina. (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051 As células neuronais (grande somato azul profundo) são cercadas por células satanãlites (pequeno somato redondo). No canto superior direito, os núcleos das células de Schwann (pequenos, azuis profundos, alongados) podem ser vistos. (E) Um corte transversal atravanãs do nervo infraorbita¡rio de um bebaª elefante asia¡tico corado com tetra³xido de a³smio para revelar folhas de mielina. (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051 (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051 (F) O mesmo que em (E), mas neste caso o nervo infraorbita¡rio de um elefante asia¡tico adulto (Birma¢nia) foi corado. Observe os dia¢metros axa´nicos ligeiramente maiores no elefante adulto. Crédito: DOI: 10.1016/j.cub.2021.12.051
Uma equipe de pesquisadores que trabalham no Centro Bernstein de Neurociaªncia Computacional, em Berlim, descobriu que o feixe nervoso na tromba de um elefante éuma das maiores estruturas conhecidas desse tipo. Em seu artigo publicado na revista Current Biology , o grupo descreve sua dissecação e estudo de várias cabea§as de elefante e o que eles aprenderam sobre a rede nervosa no tronco.
A tromba de um elefante éa¡gil e éusada para muitos propósitos. De sugar águade um lago, pegar galhos de a¡rvores e soprar terra sobre seu corpo para impedir que as moscas mordam, o tronco éuma verdadeira proba³scide multitarefa. Neste novo esfora§o, os pesquisadores descobriram que o tronco também émuito maissensíveldo que se pensava.
Observando que muito trabalho foi feito para aprender mais sobre partes sensaveis de animais conhecidas, como dedos humanos, narizes de ca£es e bigodes de roedores, a equipe se perguntou sobre trombas de elefante osuma parte do corpo que não recebeu tanto estudo.
Para saber mais sobre a tromba do elefante, os pesquisadores obtiveram oito cabea§as de elefante, três asia¡ticas e cinco africanas. Todos morreram de causas naturais ou foram abatidos devido a graves problemas de saúde. Eles observam que dissecar a cabea§a de um elefante éraro devido ao enorme tamanho. Os pesquisadores tiveram que primeiro obter ferramentas e ma¡quinas especiais para realizar seu trabalho.
Uma das principais áreas de foco foi o ga¢nglio trigeminal, que éuma rede de nervos no tronco e partes do rosto osos elefantes tem dois deles. A equipe descobriu que cada um pesava aproximadamente 50 gramas. Eles também descobriram que cada um era composto por aproximadamente 400.000 nervos, o que émuito mais do que o esperado. O número foi apenas um pouco menor do que para o nervo a³ptico. Eles também descobriram que o nervo principal no tronco tinha o triplo da espessura do nervo a³ptico , o que sugere que grandes quantidades de informação são transportadas para frente e para trás.
Os pesquisadores sugerem que suas descobertas indicam que a tromba do elefante pode ser uma das partes do corpo mais sensaveis do reino animal.