By Leeds Music Corporation
Piano song e-book
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Additional resources for 40 More Hits of Our Times, Book 2
There were two breakthroughs necessary before it was clear that the 8080 could work quickly enough. ) But the constraints of the 8080 and the very large organ forced a much tighter and more clever design than would have been developed if we had had more powerful computers and a smaller organ. Given the newer computers, of course, larger and more complex pieces of equipment can be controlled. Many industrial plants have fewer than 200 sensors and 2000 elements that need to be operated in real time.
North American, English, and Italian children all learn how to sing the scale. Most of them also learn other representations of the same musical scale like: C D E F G A B C, and: Rarely if ever are any of these youngsters exposed to: 264 Hz, 297 Hz, 330 Hz, 352 Hz, 396 Hz, 440 Hz, 495 Hz, 528 Hz, or to: 1/1, 9/8, 5/4, 4/3, 3/2, 5/3, 15/8, 2/1. These two sets of numbers are also representations of do, re, ml, fa, sol, Ia, ti, do in the pure diatonic scale. 000). As you may have guessed by now, these last two sets of numbers are the frequencies and frequency ratios of the equally tempered scale of do to do played on a piano.
4. Increment the location. 5. Check for done. If not done, do an input (or output), etc. The loop can be done on an 8080A at 66 kHz. 02 second. The DMA would do the same algorithm, but at 1 MHz, and would overlap processing. The 8080 with a 2 MHz clock is just fast enough. An 8085 or Z-80 processor would be more than fast enough. Again, remember that for a typical home or small church organ, the plain old 8080 would have the necessary speed and that we are discussing a worst case design. Even with 10 solved, there still remains the problem of deciding which pipes are to go on and which to go off.
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