# 十二.条件类型

# 1.条件类型基本使用

可以使用extends关键字和三元表达式,实现条件判断

interface Fish {
  name1: string;
}
interface Water {
  name2: string;
}
interface Bird {
  name3: string;
}
interface Sky {
  name4: string;
}
type Condition<T> = T extends Fish ? Water : Sky;
let con1: Condition<Fish> = { name2: "水" };
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# 2.条件类型分发

let con2: Condition<Fish | Bird> = { name2: "水" };
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这里会用每一项依次进行分发,最终采用联合类型作为结果,等价于

type c1 = Condition<Fish>;
type c2 = Condition<Bird>;
type c = c1 | c2;
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# 3.内置条件类型

  • 1.Exclude排除类型
type Exclude<T, U> = T extends U ? never : T;
type MyExclude = Exclude<"1" | "2" | "3", "1" | "2">;
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  • 2.Extract抽取类型
type Extract<T, U> = T extends U ? T : never;
type MyExtract = Extract<"1" | "2" | "3", "1" | "2">;
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  • 3.NoNulllable非空检测
type NonNulllable<T> = T extends null | undefined ? never : T;
type MyNone = NonNulllable<"a" | null | undefined>;
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# 4.infer 类型推断

  • 1.ReturnType 返回值类型
function getUser(a: number, b: number) {
  return { name: "abc", age: 10 };
}
type ReturnType<T> = T extends (...args: any) => infer R ? R : never;
type MyReturn = ReturnType<typeof getUser>;
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  • 2.Parameters 参数类型
type Parameters<T> = T extends (...args: infer R) => any ? R : any;
type MyParams = Parameters<typeof getUser>;
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  • 3.ConstructorParameters 构造函数参数类型
class Person {
  constructor(name: string, age: number) {}
}
type ConstructorParameters<T> = T extends { new (...args: infer R): any }
  ? R
  : never;
type MyConstructor = ConstructorParameters<typeof Person>;
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  • 4.InstanceType 实例类型
type InstanceType<T> = T extends { new (...args: any): infer R } ? R : any;
type MyInstance = InstanceType<typeof Person>;
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# 5.infer 实践

将数组类型转化为联合类型

type ElementOf<T> = T extends Array<infer E> ? E : never;
type TupleToUnion = ElementOf<[string, number, boolean]>;
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将两个函数的参数转化为交叉类型

type T1 = { name: string };
type T2 = { age: number };
type ToIntersection<T> = T extends [(x: infer U) => any, (x: infer U) => any]
  ? U
  : never;
type t3 = ToIntersection<[(x: T1) => any, (x: T2) => any]>;
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表示要把 T1、T2 赋予给 x,那么 x 的值就是 T1、T2 的交集。(参数是逆变的可以传父类)

TS 的类型:TS 主要是为了代码的安全性来考虑。所以所有的兼容性问题都要从安全性来考虑!