No one, even in our own times, ever wrote more strongly in favor of the practical method than did this follower of St. Francis in the thirteenth century. Being convinced that there can be no conflict between scientific and revealed truths, he became an irrepressible advocate for observation and experiment in the study of the phenomena and forces of nature.
The example of Albert and of Friar Bacon, not to mention others like Vincent of Beauvais, the Dominican encyclopedist, was, however, not sufficient to wean students and professors from the easy-going routine of book-learning. A few centuries had to elapse before the weaning was effectively begun; and the man who powerfully contributed to this result was Dr. William Gilbert, the philosopher of Colchester.
Gilbert was born in Colchester[1]* in 1540 in a house which, thanks to the appreciation of the authorities of that ancient town, the writer found in an excellent state of preservation on the occasion of his visit in quest of Gilbertiana.
Having received the elements of his education in the grammar school of his native town, Gilbert entered St. John's College, Cambridge. He graduated in 1560, 'commenced' M. A. in 1564, and took his M. D. degree in 1569. On leaving the university, he traveled for some time on the Continent, where he made the acquaintance of several distinguished scholars. On his return to England he practised, we are told, 'with great success and applause.' His reputation obtained for him the presidency of the Royal College of Physicians for the year 1600, and ultimately led to his being appointed physician in ordinary to the Queen (Elizabeth).
We are not here concerned with Gilbert as a physician and still less as a courtier. His claims to enduring recognition are of a higher order, for we regard him not only as the author of a monumental work of physical research, but also as founder, by word and deed, of the Experimental School of philosophy.
In his address to the 'candid reader' at the beginning of De Magnete[2] he pointedly says:
Further on he adds: