教育与成绩

GPA 等值换算器

输入任意制度下的成绩——美国 GPA、德国制、百分制、法国 /20、意大利 /30、印度 CGPA、英国学位等级或 ECTS——即可在同一归一化分制上读出它在其他所有制度中的对应值。

你的成绩在各制度中的对应值

归一化位置: 75/100

美国 GPA（4.0）
3.5
你的成绩
德国制（1.0–4.0）
1.7
官方（KMK）
法国（/20）
17.5
参考
意大利（/30）
27
参考
印度 CGPA（/10）
8.50
参考
百分制（%）
85.0
参考
英国荣誉学位等级
2:1
参考
ECTS 等级
B
参考

只有德国制的读数是法定的修正巴伐利亚（KMK）结果。其他所有读数均为参考性归一化结果——并非官方学历认证评估。

Only the German reading is official (KMK) — every other reading is indicative.

关于此计算器

This converter reads one grade across eight grading systems at once — the US 4.0 GPA, the German 1.0–4.0 scale, a percentage, France’s /20, Italy’s /30, India’s 10-point CGPA, the UK honours classes and the ECTS letters. Enter a grade in whichever system you already have, and it appears everywhere else on a single, shared scale. It is the interactive companion to our Global GPA Equivalence Table: the table is the fixed reference, this tool converts your own number.

如何解读你的结果

Pick the system your grade is in and type it (or choose your class for the UK and ECTS bands). Every other system then shows the equivalent grade, with your own entry highlighted. One reading is special: the German grade is the statutory result of the modified Bavarian (KMK) formula that German universities and uni-assist actually use, so it is marked “official”. Every other reading is an indicative normalization — a good orientation, but not a credential evaluation. The small “normalized position” figure (0–100) is where your grade sits within its system’s passing range; all eight systems are read at that same position.

计算方法

Every numeric system is placed on a shared Normalized Pass Index (NPI): a 0–100 position within the system’s passing range, where 0 is the lowest passing grade and 100 is the best attainable grade. Converting is simply “read the NPI of your grade, then read the grade at that NPI in every other system”. This pass-domain normalization is the same idea the ECTS Users’ Guide reasons about, and for the German column it reproduces the official modified Bavarian formula exactly (German = 4 − 3 × NPI/100 = 1 + 3 × (Nmax − Nd)/(Nmax − Nmin)). The UK-class and ECTS bands use the documented ECTS distribution (A = top 10%, B = next 25%, and so on) with the standard ECTS↔UK crosswalk. Because a single linear normalization cannot capture how strictly each country marks, only the German reading is treated as official; the rest are explicitly indicative.

实例演示

You have a German final grade of 2.0 and want to know what that looks like elsewhere. Choose “German (1.0–4.0)” and enter 2.0.

A German 2.0 sits about 67 on the normalized pass scale, which reads as roughly a 3.3 US GPA (a B+), 80%, about 16.7/20 in France, a UK 2:1 and an ECTS B. Those non-German figures are indicative; the German 2.0 is your real, official grade.

常见问题

Is this an official grade conversion?

Only the German reading is official — it is the statutory modified Bavarian (KMK) result German universities use. Every other system is an indicative normalization to help you orient yourself, not a credential evaluation. For a binding figure (a US admission, say) get a course-by-course evaluation such as WES.

Why is the German grade marked “official” but the others are not?

Germany publishes a statutory formula (the modified Bavarian formula) for converting any foreign grade onto its 1.0–4.0 scale, and this tool reproduces it exactly. No equivalent official formula exists for converting between, say, a US GPA and a French /20 — those are approximations, so we label them indicative.

What is the “normalized position” number?

It is where your grade sits within its own system’s passing range, from 0 (the lowest pass) to 100 (the best grade). Every system is then read at that same position, which is why a strong grade in one system maps to a strong grade in another even when the scales look nothing alike.

Can I convert a UK 2:1 or an ECTS B?

Yes — pick “UK honours class” or “ECTS grade” and choose your class. Because a class spans a wide range of marks, the converted numbers are a representative midpoint of that band, so treat band conversions as a guide rather than a precise mark.

资料来源

由 YouCalc 团队审核 · 最近审核2026年6月19日

发现翻译问题、计算问题或有任何建议？欢迎告诉我们。