Indian Fingering

Indian Fingering

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Most Native American flutes made since the early 1980s play the pentatonic minor scale with a standard fingering pattern. You can typically run up this scale with the fingeringsfor six-hole flutes andfor five-hole flutes.

However, many additional notes are possible on most Native American flutes, and the fingerings for those additional notes varies from maker to maker (and often among different flutes from the same maker).

Earlier versions of this section of Flutopedia attempted to provide the fingering charts for each maker. However, it became impossible to track all the fingerings of makers. Those earlier charts are provided below for historical reasons.

For other woodwind instruments, some excellent resources on fingerings are: The Woodwind Fingering Guide Fingering-Charts.Com If you know of other fingerings, or other flutes that use the fingerings show on the pages above, please contact me and I will add to this information.

This Finger Patterns Microsoft Excel Workbook was written by Brent Haines of WoodSounds Flutes. It helps clarify finger patterns for flutes in different keys. The fingering patterns are specific to Brent's flute, but the spreadsheet is modifiable and you may find it useful.

This page has links to fingering diagrams for some specific makers of Native American flutes. Each diagram shows all the notes in the chromatic scale, including notes that go into the upper register (which can be difficult to play, or may have a thin or sharp tone).

The notes in the basic pentatonic minor scale (i.e. \"straight fingerings\")are noted in each page as the \"Root\", \"Minor Third\", \"Fourth\",\"Fifth\", \"Seventh\", and \"Octave\".The diagrams show the full chromatic scale,including all cross-fingerings (aka \"split-fingerings\" or \"forked-fingerings\").

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The abyssal northern Indian Ocean shows relatively high temperature and salinity. Previous study of You (Deep-Sea Research I, 46, 109-148, 1999) demonstrated that this is due to salt-fingering which brings salt and heat from the upper layer to the depth. However, conveyor belt circulation requires upwelling there. This study further demonstrates that whilst salt-fingering brings salt and heat to the abyssal water, the processes concurrently result in upward dianeutral motion. Therefore, it is consistent with the conveyor belt circulation.

Few musical instruments on earth look as simple to play as the Indian bansuri, an alto flute created out of a single length of bamboo punctuated by six or seven finger holes. But looks are deceiving. The absence of keys over the finger holes, as we're accustomed to seeing on Western symphony-style flutes, means that bansuri players use highly sophisticated fingering and breathing techniques to make the instrument produce a spectrum of beguiling sounds.

In this paper we undertake a numerical investigation of the dynamics of the interface in the problem of immiscible radial viscous fingering in a Hele-Shaw cell when the areal flow rate is maintained constant. Comparison is made with experimental results to check if there is a need to introduce velocity-dependent boundary conditions and to incorporate the effect of thickness of the film left behind by the moving interface. Some new scaling results are suggested by the numerical data. These data, along with those available from laboratory experiments, provide support for a mean field theory for radial immiscible viscous fingering published recently [Phys. Rev. Lett.65, 2680 (1990)].

Difficulties and constrains of water & gas injection, like unfavorable mobility ratio, gravity override and underride, and early fingering of injected fluid have led to application of water alternating gas (WAG) injection method instead of water flooding. Nanotechnology can be applied to enhance the performance of WAG process by changing microscopic and macroscopic sweep efficiencies of the process.

We study the generalized diffusion-limited aggregates, grown from two proximal nucleation seeds placed at distance d lattice units and investigate the probability p(d) that these aggregates get connected. We vary the sticking probability to get a range of aggregate geometry from fractal to compact one. For fractal aggregates, p(d) decays rapidly with d , while for compact ones, the decay is so slow that p(d) approximately 1 for all practical distances. We experimentally demonstrate similar behavior for viscous fingering patterns with two injection points and electrochemical deposits grown on two cathodes. Our observations along with previous results on competitive growth suggest a common underlying principle.

On our larger tree forms remove suckers at the base of the plant and gradually remove side branches to about 4-5 feet. This will expose the trunk's handsome bark. If you do want to remove a larger branch, we want to take it all the way back to the next largest limb. Never cut into a larger branch! We call this CREPE MURDER. It causes fingering or numerous small branches immediately above the cut and destroys the striking vertical form of the tree. If someone has already committed crepe murder and you have numerous branches coming out at one point. Select one of the straightest branches that lines up with the lower part of the branch (show) and prune off all the other smaller branches at that point. This will encourage the remaining branch to grow quickly and within a year or two it will fill out and the knot will disappear. 59ce067264

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