Water Immersion Colonoscopy Technique

Water Immersion Colonoscopy Technique

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11.

THE RULE OF THE "DOUBLE ANGULAR VELOCITY" -IT IS POSSIBLE TO TELL THE ANGLE OF THE TIP WITHOUT SEEING.

THE HOME POSITION OF THE SCOPE AND THE ANGLE OF THE TIP

At the home position the monitor view corresponds to the gravity direction: when the endoscopist uses the up angulation the tip of the scope would point in 12 o'clock direction as seen from the endoscopist (Chart 11-1). If not, that means:

1) The scope is not on the same plane. And/or

2) The left palm is not facing upward. When these two points are met, it is possible to tell the angle of the tip of the scope from the left hand's position. In other words, the left hand's position plays a role as the "angle sensor" of the tip.

 

1) The scope is on the same plane.
2) The left palm is horizontal.

CHART 11-1 THE HOME POSITION OF THE SCOPE

WHEN USING THE UP ANGULATION THE TIP OF THE SCOPE POINTS UPWARD.

 

As the left hand makes a circle from the home position, the tip of the scope moves twice as much angle as the left hand. This is "the rule of the double angular velocity" (Chart 11-2). Based on this rule, it is possible to tell the position of the tip, which is invisible in the patient's body, with the left hand's position. There are two requirements for this rule to apply:

 

CHART 11-2 "THE RULE OF THE DOUBLE ANGULAR VELOCITY"

THE DIRECTION OF THE TIP CAN BE ASSUMED WITH THE LEFT HAND'S POSITION

 

EXAMPLE 1.

As you rotate the left hand 90 DEGREES counterclockwise from the home position, the tip of the scope moves 180 DEGREES counterclockwise and points downward. That is, "the left hand at 9 o'clock, the tip at 6 o'clock." (Chart 11-3)

 

CHART 11-3 180 DEGREES COUNTERCLOCKWISE ROTATION

WHEN THE LEFT HAND ROTATES 90 DEGREES COUNTERCLOCKWISE, THE TIP WOULD ROTATE 180 DEGREES COUNTERCLOCKWISE.

 

EXAMPLE 2.

As you rotate the left hand 180 degrees counterclockwise from the home position, the tip of the scope moves 360 degrees counterclockwise and points upward. That is, "the left hand at 6 o'clock, the tip at 12 o'clock." (Chart 11-4)

 

CHART 11-4 360 DEGREES COUNTERCLOCKWISE ROTATION

WHEN THE LEFT HAND ROTATES 180 DEGREES COUNTERCLOCKWISE, THE TIP WOULD ROTATE 360 DEGREES COUNTERCLOCKWISE.

 

EXAMPLE 3.

As you rotate the left hand 90 degrees clockwise from the home position, the tip of the scope moves 180 degrees clockwise and points downward. That is, "the left hand at 3 o'clock, the tip at 6 o'clock." (Chart 11-5)

 

CHART 11-5 180 DEGREES CLOCKWISE ROTATION

WHEN THE LEFT HAND ROTATES 90 DEGREES CLOCKWISE, THE TIP WOULD ROTATE 180 DEGREES COUNTERCLOCKWISE.

 

MOVIE 11-1 THE RULE OF DOUBLE ANGULAR VELOCITY

This rule is the basis for the Singular Method.

1
00: 00: 00 000 -> 00: 00: 03, 775
Scope operation

2
00: 00: 03, 776 -> 00: 00: 08, 863
I will explain the scope operation.

3
00: 00: 08,864 -> 00: 00: 20,599
Rotate the scope in a U shape and turn it so that it does not twist.

4
00: 00: 20, 600 -> 00: 00: 35, 304
According to the rule of double advancing angle, when turning the left hand 180 degrees like this, the tip turns 360 degrees.

5
00: 00: 35, 305 -> 00: 00: 43, 496
Practice this rotation 720 degrees.

6
00: 00: 43,531 -> 00: 00: 46,593
I will explain the angle operation.

7
00: 00: 46,594 -> 00: 00: 58,056
Practice full up - full down.

8
00: 00: 58,057 -> 00: 01: 07,991
Practice Full Refuge - Full Light.

 

MOVIE 11-2 CONFRIM THE RULE OF DOUBLE ANGULAR VELOCITY

The clock in the upper right corner indicates the position of the left hand and the clock in the upper left corner indicates the direction of the tip of the scope.

Q1. What degrees does the tip rotate when the left hand rotates 90 degrees counterclockwise?

Q2. What degrees does the tip rotate when the left hand rotates 45 degrees counterclockwise?

Q3. What time is the tip at when the left hand is at 10:30?

Q4. What time is the tip at when the left hand is at 7:30?

Q5. What time is the left hand at when the tip is at 9 o'clock?

Q6. What time is the left hand at when the tip is at 6 o'clock?

A1. 180 degrees, A2. 90 degrees, A3. 9 o'clock, A4. 3 o'clock, A5. 10:30, A6. 3 o'clock or 9 o'clock

1
00: 00: 00,000 -> 00: 00: 04,278
When you rotate the left hand about the right hand,

2
00: 00: 04, 313 -> 00: 00: 07, 398
The end of the scope rotates twice as fast

3
00: 00: 07,398 -> 00: 00: 09,944
It is a rule of double advancing angle.

4
00: 00: 09, 944 -> 00: 00: 20, 422
For example, turning the left hand 90 degrees to the left,

5
00: 00: 20, 422 -> 00: 00: 24, 843
The tip turns 180 degrees left twice.

6
00: 00: 24,843 -> 00: 00: 39,130
Also turn the left hand 45 to the right,

7
00: 00: 39,130 ??-> 00: 00: 43,282
The tip turns 90 degrees right twice that.

8
00: 00: 43,282 -> 00: 00: 56, 853
When the left hand is at 10:30, the tip will be twice that 9 o'clock.

9
00: 00: 56,888 -> 00: 01: 10, 119
When the left hand is 7:30, the tip will be three times twice that.

10
00: 01: 10, 154 -> 00: 01: 24,088
Conversely, when the tip is 9 o'clock, the left hand is half of that at 10:30.

11
00: 01: 24,123 -> 00: 01: 37,062
When the tip is 6 o'clock, the left hand is 9 o'clock or 3 o'clock of that half.