A modelagem e simulação de twisters intracelulares auto-organizados no oócito de Drosophila
O fluxo citoplasmático é o movimento em grande escala do citoplasma (ou seja, líquido gelatinoso dentro das células) dentro de uma célula viva. Este fluxo, conhecido por regular vários processos intracelulares, pode variar muito entre diferentes tipo
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)
Simulação realizada no Centro de Biologia Computacional (Instituto Flatiron) utilizando o software de simulação SkellySim. Crédito: Dutta et al
O fluxo citoplasmático é o movimento em grande escala do citoplasma (ou seja, líquido gelatinoso dentro das células) dentro de uma célula viva. Este fluxo, conhecido por regular vários processos intracelulares, pode variar muito entre diferentes tipos de células em diferentes estágios do desenvolvimento de uma célula. Examinar e modelar os diferentes tipos de fluxos citoplasmáticos pode nos ajudar a entender como eles surgem em tipos específicos de células.
Estudos anteriores examinaram principalmente fluxos citoplasmáticos em células grandes onde, muitas vezes se argumenta, a difusão é muito lenta para permitir processos biológicos que os organismos precisam realizar (por exemplo, desenvolvimento de um óvulo ou de um embrião, ou em grandes células vegetais).
Como resultado desta difusão lenta, o fluxo permite uma distribuição mais rápida dos componentes celulares. Nos primeiros oócitos de mosca (isto é, óvulos em desenvolvimento), por exemplo, o fluxo citoplasmático parece aleatório, enquanto em estágios posteriores de desenvolvimento, onde o oócito é maior, eles podem aparecer em grande escala e rotacionais.
Pesquisadores do Flatiron Institute, com base em trabalhos anteriores, introduziram recentemente uma estratégia de modelagem versátil que pode ser usada para estudar o fluxo citoplasmático auto-organizado em sistemas compostos por fibras deformáveis acopladas hidrodinamicamente.
Este modelo, introduzido na Nature Physics e em colaboração com cientistas das universidades de Princeton e Northwestern, foi combinado com dados coletados em experimentos no oócito de Drosophila (isto é, mosca da fruta) para reunir insights sobre o fluxo citoplasmático auto-organizado.
“Há algum tempo venho trabalhando nas áreas gerais de matéria biologicamente ativa, mecânica intracelular e fluidos complexos”, disse Michael J. Shelley, coautor do artigo, ao Phys.org. “O problema abordado em nosso artigo recente combina todas essas áreas, cada uma das quais eu realmente gosto.
"Aprendi sobre esse problema específico de fluxos em oócitos com meu amigo Ray Goldstein e percebi que um trabalho anterior com meu colega da Flatiron, David Stein, poderia ser adaptado para entender algo sobre o problema dos oócitos. Foi o que aconteceu, e David e eu trabalhamos juntos com Ray e seus colegas em Cambridge em um primeiro modelo 2D muito simplificado ." Esse trabalho foi publicado na Physical Review Letters em 2021.
Pesquisadores do Flatiron Institute já haviam desenvolvido várias ferramentas para estudar a hidrodinâmica dos microtúbulos em movimento, biopolímeros rígidos que são um elemento central do citoesqueleto da célula. Shelley, Stein e seus colegas Reza Farhadifar, Sayantan Dutta e Stas Shvartsman planejaram usar essas ferramentas numéricas para estudar o início de fluxos citoplasmáticos auto-organizados em células 3D.
“O objetivo principal do nosso estudo recente foi fornecer um modelo mínimo, mas não mínimo, invocando apenas microtúbulos, motores moleculares e citoplasma que pudesse explicar observações experimentais e ajudar a fazer previsões”, explicou Shelley.
O recente estudo realizado por Shelley e seus colegas combina teorias físicas e matemáticas com resultados experimentais. Os pesquisadores começaram criando um modelo que poderiam então usar para simular o fluxo citoplasmático auto-organizado no oócito de Drosophila.
"Escrevemos um modelo matemático para as tensões que os motores moleculares criam ao se moverem sobre um microtúbulo", disse Shelley. "Este modelo deve permitir que o microtúbulo se dobre sob cargas e que sua curvatura mova o citoplasma, o que afeta a curvatura de outros microtúbulos. Em seguida, usei um software de alta qualidade - aqui chamado SkellySim - que permite simular alguns milhares de tais microtúbulos interagindo empurrando coletivamente o fluido à medida que se dobram coletivamente."
Depois de desenvolver seu modelo e executar simulações, Shelley e seus colegas realizaram experimentos em oócitos de Drosophila. Primeiramente, eles usaram microscopia de luz para examinar os movimentos citoplasmáticos nos óvulos em desenvolvimento e, em seguida, analisaram os dados coletados usando velocimetria de imagem de partículas para reconstruir os campos de velocidade citoplasmática.
"Nosso artigo fornece um exemplo claro de como, com poucos ingredientes, como um sistema de transporte em grande escala (ou seja, o fluxo de fluxo ) poderia emergir na célula a partir das interações de apenas alguns componentes (ou seja, microtúbulos, motores). e citoplasma)", disse Shelley. “A beleza está na sua robustez, já que em grande parte do espaço de parâmetros que controla o modelo, o sistema só quer formar um twister. Este é um grande exemplo, penso eu, de auto-organização biológica para realizar uma tarefa.”
Notavelmente, usando o seu modelo, os investigadores também foram capazes de prever o efeito da forma da célula na orientação dos twisters. Suas previsões sugerem que, embora a dinâmica do fluxo citoplasmático em oócitos de Drosophila possa ser incrivelmente complexa, eles resultam em um estado final simples (ou seja, um twister).
As descobertas reunidas por Shelley e seus colaboradores poderão em breve abrir caminho para novas explorações do fluxo citoplasmático, concentrando-se especificamente neste simples estado de twister. Isto poderia levar a novas descobertas interessantes sobre a física que sustenta os processos vitais nas células biológicas.
“Este trabalho demonstrou o poder que a computação de alto desempenho e os algoritmos modernos podem trazer para a compreensão dos fenômenos biofísicos”, acrescentou Shelley. “Em nossos próximos estudos, planejamos explorar como esses fluxos twister misturam componentes através da célula ou permitem sua entrega de um ponto a outro.
"Existem outros sistemas de transporte dentro dos oócitos, como os canais em anel, que são muito interessantes. Geralmente estou interessado nas diversas maneiras pelas quais o citoesqueleto celular se organiza para realizar as tarefas celulares."
Mais informações: Sayantan Dutta et al, Twisters intracelulares auto-organizados, Nature Physics (2024). DOI: 10.1038/s41567-023-02372-1
Informações do periódico: Nature Physics , Physical Review Letters