Can you use one chip of a single chip microcomputer to perform complex operations such as integration and differentiation? What if I can't?

Single-chip microcomputer can do very complicated calculations, including integration and differentiation, of course, but the key is how often do you calculate?

Take the traditional 5 1 single chip microcomputer as an example. Under the crystal oscillation of 12M, the computing power is 1MIPS (1 1,000,000 instructions per second). The following is from Cx5 1? Compiler-

Optimization? c？ Compiler? And then what? Library? Reference? For what? Classic? And then what? Extension? 805 1? In the microcontroller, the instruction time for selecting 16-bit shaping, 32-bit shaping and floating-point (32-bit) basic operations is:

The above is the instruction time of various basic operations after C5 1 compilation, depending on how many such instructions you need in your integral and differential operation package.

Generally speaking, the traditional 8-bit 5 1 microcontroller is not suitable for real-time applications. At least an enhanced 5 1 microcontroller with single-cycle 1T instruction (such as STC series, C805 1 series) or AVR, or 16-bit and 32-bit microcontrollers (such as PIC24) should be used.

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