Artículo original de Linda Martin, miembro del equipo de desarrollo de SonarQube
La version 2.1 del Plugin de JavaScript es completamente compatible con ECMAScript 6 (ES6). Pero ¿qué quiere decir esto exactamente?
¿Qué es ECMAScript 6 ?
Empecemos por el principio. El lenguaje JavaScript es una aplicación del estándar de lenguaje ECMAScript (JScript y ActionScript son dos más). Cada navegador tiene su propio intérprete de JavaScript, y los navegadores más modernos son compatibles con el estándar ECMAScript 5 (ES5). Eso significa que si escribes JavaScript que se adhiera a la norma ES5, este funcionará correctamente para la inmensa mayoría de tus usuarios.
![](data:image/png;base64,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)
ES6 es la siguiente version de la norma, y proporciona nuevas mejoras que permiten escribir más fácilmente código compartible, eficiente y legible. Luke Hobbans es miembro del
TC39, el comité que hay tras ECMAScript, y ha elaborado un
muy buen resumen de las principales mejoras de ES6, incluyendo una breve descripción de cada una, con fragmento de código.
He aquí una muestra rápida de 2 nuevas construcciones, declaración de variables y constantes, y la implementación de funciones con la sintaxis de una flecha:
- Block scoped binding construct:
let para la declaración de variables y
const para la declaración de constantes:
const a = 1;
a = 2; // error - no puede ser modificada
if (true) {
let b = 1;
}
print(b); // b no es visible-
Arrow function: declarar una función rápidamente usando la sintaxis
=> let sum = (a, b) => a + b;
¿Podemos usar ES6 hoy?
Una nueva versión del estándar también significa que cada navegador tiene que proporcionar soporte al mismo, por lo menos los más importantes. Esto puede llevar años, pero ¡no necesitas esperar para aprovecharte de las innovaciones en ECMAScript 6!
Gracias a la disponibilidad de "transformadores" de ES6-to-ES5 es possible usar las mejoras de ES6 hoy. Un "transformador" traducirá tu código ECMAScript 6 a código ECMAScript 5 para que pueda ser ejecutado en los navegadores de hoy en día.
Algún ejemplo es
Traceur compiler, que tiene una
demo online. Puedes introducer ES6 en el lado izquierdo y ver el código ES5 a la derecha.
AngularJS ya ha utilizado un "transformador" para hacer la migración de estándar en
AngularJS 2.0.
Puedes seguir el progreso del soporte de ES6 en navegadores y en los "transformadores" en la
matriz de compatibilidad de ES6 de Juriy Zaytsev.
Usa SonarQube para analizar código ES6
El plugin de JavaScript para SonarQube en su versión 2.1 es completamente compatible con ES6. ¿Qué significa esto?
Significa que el plugin es capaz de:
1. Analizar código fuente ES6:
2.
Calcular todas las métricas relevantes:
- calcula un recuento de clases cuando se utilicen clases
- calcula la complejidad de una clase cuando se utilicen clases
- el contador de métodos/funciones incluye funciones generadas
- las métricas de complejidad generales tienen en cuenta los generadores
- calcula ahora el número de accesores
3.
Analiza el cumplimiento de reglas del código, todas las reglas de codificación existentes se han actualizado para cubrir las nuevas mejoras, por ejemplo: "variable no utilizada" detectará las variables y constantes no utilizadas declaradas con
let y
const.
Y en próximas versiones se irán sumando nuevas reglas específicas que tienen en cuenta las características de ES6.
El equipo de desarrollo de SonarQube todavía está pensando cuales serán estas reglas, pero es muy probable que haya muchas relacionadas con las clases.
Si tienes alguna sugerencia puedes enviarla directamente a la lista de usuarios de SonarQube para que la tengan en cuenta: user@sonar.codehaus.com.