如何将html特殊字符编码转换成特殊字符?有什么方法
导读:收集整理的这篇文章主要介绍了如何将html特殊字符编码转换成特殊字符?有什么方法,觉得挺不错的,现在分享给大家,也给大家做个参考。本篇文章给大家带来的内容是关于如何将htML特殊字符编码转换成特殊字符?有什么方法,有一定的参考价值,有需要的...
收集整理的这篇文章主要介绍了如何将html特殊字符编码转换成特殊字符?有什么方法,觉得挺不错的,现在分享给大家,也给大家做个参考。本篇文章给大家带来的内容是关于如何将htML特殊字符编码转换成特殊字符?有什么方法,有一定的参考价值,有需要的朋友可以参考一下,希望对你有所帮助。备注:有时候我们会莫名其妙遇到一些特殊字符: 这些字符在网页上能正常显示,但是在APP特殊情景并不识别这些字符:
如:& #39; 这个其实是单引号: '
百度后发现,它其实是HTML特殊字符的十进制编码,下面是一些转码方法和效果图:
以下代码,直接直接调试:
class PRogram {
static void Main(string[] args) {
string test = "test&
#39;
abc";
string a = HttpUtilITy.HtmlDecode(test);
Console.WriteLine(a);
test = "test&
#915;
abc";
a = HttpUtility.HtmlDecode(test);
Console.WriteLine(a);
a = HttpUtility.HtmlDecode("a &
nbsp;
r");
Console.WriteLine(a);
Console.Read();
}
}
效果图:
其他:
HTML特殊字符编码对照表
| 特殊符号 | 命名实体 | 十进制编码 | 特殊符号 | 命名实体 | 十进制编码 | 特殊符号 | 命名实体 | 十进制编码 |
| Α | & Alpha; | & #913; | Β | & Beta; | & #914; | Γ | & Gamma; | & #915; |
| Δ | & Delta; | & #916; | Ε | & Epsilon; | & #917; | Ζ | & Zeta; | & #918; |
| Η | & Eta; | & #919; | Θ | & Theta; | & #920; | Ι | & Iota; | & #921; |
| Κ | & Kappa; | & #922; | Λ | & Lambda; | & #923; | Μ | & mu; | & #924; |
| Ν | & Nu; | & #925; | Ξ | & Xi; | & #926; | Ο | & Omicron; | & #927; |
| Π | & Pi; | & #928; | Ρ | & Rho; | & #929; | Σ | & Sigma; | & #931; |
| Τ | & Tau; | & #932; | Υ | & Upsilon; | & #933; | Φ | & Phi; | & #934; |
| Χ | & Chi; | & #935; | Ψ | & Psi; | & #936; | Ω | & Omega; | & #937; |
| α | & alpha; | & #945; | β | & beta; | & #946; | γ | & gamma; | & #947; |
| δ | & delta; | & #948; | ε | & epsilon; | & #949; | ζ | & zeta; | & #950; |
| η | & eta; | & #951; | θ | & theta; | & #952; | ι | & iota; | & #953; |
| κ | & kappa; | & #954; | λ | & lambda; | & #955; | μ | & mu; | & #956; |
| ν | & nu; | & #957; | ξ | & xi; | & #958; | ο | & omicron; | & #959; |
| π | & pi; | & #960; | ρ | & rho; | & #961; | ς | & sigmaf; | & #962; |
| σ | & sigma; | & #963; | τ | & tau; | & #964; | υ | & upsilon; | & #965; |
| φ | & phi; | & #966; | χ | & chi; | & #967; | ψ | & psi; | & #968; |
| ω | & omega; | & #969; | ϑ | & thetasym; | & #977; | ϒ | & upsih; | & #978; |
| ϖ | & piv; | & #982; | • | & bull; | & #8226; | … | & hellip; | & #8230; |
| ′ | & prime; | & #8242; | ″ | & Prime; | & #8243; | ‾ | & oline; | & #8254; |
| ⁄ | & frasl; | & #8260; | ℘ | & weierp; | & #8472; | ℑ | & image; | & #8465; |
| ℜ | & real; | & #8476; | ™ | & trade; | & #8482; | ℵ | & alefsym; | & #8501; |
| ← | & larr; | & #8592; | ↑ | & uarr; | & #8593; | → | & rarr; | & #8594; |
| ↓ | & darr; | & #8595; | ↔ | & harr; | & #8596; | ↵ | & crarr; | & #8629; |
| ⇐ | & lArr; | & #8656; | ⇑ | & uArr; | & #8657; | ⇒ | & rArr; | & #8658; |
| ⇓ | & dArr; | & #8659; | ⇔ | & hArr; | & #8660; | ∀ | & forall; | & #8704; |
| ∂ | & part; | & #8706; | ∃ | & exist; | & #8707; | ∅ | & empty; | & #8709; |
| ∇ | & nabla; | & #8711; | ∈ | & isin; | & #8712; | ∉ | & notin; | & #8713; |
| ∋ | & ni; | & #8715; | ∏ | & prod; | & #8719; | ∑ | & sum; | & #8722; |
| − | & minus; | & #8722; | ∗ | & lowast; | & #8727; | √ | & radic; | & #8730; |
| ∝ | & prop; | & #8733; | ∞ | & infin; | & #8734; | ∠ | & ang; | & #8736; |
| ∧ | & and; | & #8869; | ∨ | & or; | & #8870; | ∩ | & cap; | & #8745; |
| ∪ | & cup; | & #8746; | ∫ | & int; | & #8747; | ∴ | & there4; | & #8756; |
| ∼ | & sim; | & #8764; | ≅ | & cong; | & #8773; | ≈ | & asymp; | & #8773; |
| ≠ | & ne; | & #8800; | ≡ | & equiv; | & #8801; | ≤ | & le; | & #8804; |
| ≥ | & ge; | & #8805; | ⊂ | & sub; | & #8834; | ⊃ | & sup; | & #8835; |
| ⊄ | & nsub; | & #8836; | ⊆ | & sube; | & #8838; | ⊇ | & suPE; | & #8839; |
| ⊕ | & oplus; | & #8853; | ⊗ | & otimes; | & #8855; | ⊥ | & perp; | & #8869; |
| ⋅ | & sdot; | & #8901; | ⌈ | & lceil; | & #8968; | ⌉ | & rceil; | & #8969; |
| ⌊ | & lfloor; | & #8970; | ⌋ | & rfloor; | & #8971; | ◊ | & loz; | & #9674; |
| ♠ | & spades; | & #9824; | ♣ | & clubs; | & #9827; | ♥ | & hearts; | & #9829; |
| ♦ | & diams; | & #9830; | & nbsp; | & #160; | ¡ | & iexcl; | & #161; | |
| ¢ | & cent; | & #162; | £ | & pound; | & #163; | ¤ | & curren; | & #164; |
| ¥ | & yen; | & #165; | ¦ | & brvbar; | & #166; | § | & sect; | & #167; |
| ¨ | & uml; | & #168; | © | & copy; | & #169; | ª | & orDF; | & #170; |
| « | & laquo; | & #171; | ¬ | & not; | & #172; | & shy; | & #173; | |
| ® | & reg; | & #174; | ¯ | & macr; | & #175; | ° | & deg; | & #176; |
| ± | & plusmn; | & #177; | ² | & sup2; | & #178; | ³ | & suP3; | & #179; |
| ´ | & acute; | & #180; | µ | & micro; | & #181 | " | & quot; | & #34; |
| & lt; | & #60; | > | & gt; | & #62; | ' | & #39; |
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