Here is a brief description of the planned test protocol:Hey, Vern old Harpbuddy!
The purpose is to see if players (not listeners in the audience) can attribute distinctive sounds to comb materials.Hmm. I thought there were going to be three listeners on the "other side of the curtain" and spectal analysis as well...
One set of covers and reedplates will be used. They have been slightly modified to facilitate rapid comb changes.Will all the players play the same notes/tunes? Same positions? Overbends allowed? Hand effects OK or played on a rack?
The players will be blindfolded. The harp has an attached weight to mask the weight differences of brass, wood, and plastic combs. There will be an aromatic material inside the lower cover (e.g. Mentholatum) to mask odor differences in wooden combs. There will be a coating on the front of the comb that the player can touch with the tongue to mask taste and texture differences.
Combs of several different materials will be placed in the harp in random order.
All of the players will play each comb and rate them against a set of adjectives selected by Brendan. e.g. warm, bright, loud, etc.
We have a plentiful supply of alcohol swabs for sanitizing the harp between players.
There will be a total number of ratings for (number of players) x (number of combs) x (number of adjectives)No particular reason to arbitrarily limit the number of observations to 1 per player or 1 per comb. That's where statistical analysis comes in. You can dramatically increase the accuracy of the results of your expersiment by increasing the number of observations. Here's a neat little web site that I found that is basically statistics by "Rules of Thumb."
This is not necessarily the best design for rigorous statistical analysis, but it should be fun and entertaining.Nothing wrong with fun and entertaining, so long as everyone understands going in that the fact that the results are subjective puts some pretty severe restraints on the conclusions you could make.
If the adjective ratings are evenly distributed among the comb materials, this will indicate the players' inability to distinguish one comb material from another by the sound.You may well find that simple statistical coefficients of correlation from "Paired-T" tests are not capable of removing bias in experiments like you describe and that more formal analysis such as Anaysis of Variance (ANOVA) may better characterize differences between the populations in your groups. Wouldn't it be nice to know that your data set holds statistically significant number of samples?
If the ratings have a high correlation between adjectives and materials, this will indicate that the ability to distinguish among them may exist.
For example, if the brass comb has a high total score for "bright" and a low score for "warm" and the pear wood comb has the opposite, that would signify that the players were able to distinguish between brass and wood.