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cka
SURESH BISHOKARMA, MCH
CONSULTANT NEUROSURGEON
UPENDRA DEVKOTA MEMORIAL NATIONAL INSTITUTE OF NEUROLOGICAL
AND ALLIED SCIENCES
WATER DYNAMICS IN UBE
UBE is fluid-medium surgery
INTRODUCTION
Ingress: Saline
Paraspinal well
chamber
Egress from outlet
Continuous saline output is critical
Hydrostatic pressure
Managing the fluid is the key to successful surgery.
INTRODUCTION
HYDRAULIC POWER
cka
Why to Understand Water dynamics?
Maintaining stable water dynamics is the first step in UBE.
Working space
&
Haemostasis
Why to Understand Water dynamics?
Under Pressure
Over Pressure
Why to Understand Water dynamics?
Under Pressure
• Bleeding
• Narrow working space
• Cautery burn
Why to Understand Water dynamics?
Over Pressure
• Muscle edema
• Intraspinal space bleeding
• Thecal sac compression: transient
Para cauda equina
30 mmHg
(Kim 2019)
Kim JE et al. 2019. Biportal endoscopic spinal surgery for lumbar spinal stenosis. Asian Spine J.
WATER PRESSURE FOR UBE
The water supply can be secured by preparing a sufficient inlet, operation field,
and outlet.
ERGONOMICS
Irrigation Inlet
Dynamics within the Water chamber system is governed by two rules.
Outlet
Operation Field
 Pascal's law (aka principle of transmission of fluid-pressure) is a principle
in fluid mechanics that states “a pressure change at any point in a confined
incompressible fluid is transmitted throughout the fluid such that the same
change occurs everywhere”
PASCAL'S LAW
BERNAULI’S EQUATION
 P1-P2=1.2ƍ (V2
2-V1
2)
 A1V1= A2V2
 Therefore,
 A1<A2, V1>V2 and
 V1>V2, P1<P2
Decreasing area = Increasing Velocity
Increasing Velocity = Decreasing Pressure
Inverse Relation to proportionate
BERNAULI’S EQUATION
IV fluid pressurised through the small pipe, this force is multiplied and disperse in
all direction within the chamber.
P2 >>>> P1 Pressure.
 P1-P2=1.2ƍ (V2
2-V1
2)
 A1V1= A2V2
 Therefore,
 A1<A2, V1>V2 and
 V1>V2, P1<P2
Decreasing area = Increasing Velocity
Increasing Velocity = Decreasing Pressure
Inverse Relation to proportionate
 Bernoulli's principle controls dynamic of hydraulic fluid.
 Pressure is inversely proportion to velocity.
 The speed of fluid within the chamber is low which will increase the intra
chamber pressure creating the positive pressure working space
 Positive pressure creates haemostasis.
 Egress fluid in same gradient manner will satisfy the principle of water use in
UBE.
CLINICALAPPLICATION
Bernoulli’s equation and Pascal’s law can be applied to the water
dynamics in UBE, which can be affected by
the area of the inlet and outlet,
the difference in height,
mass resistance,
and injection pressure.
BERNOULLI’S EQUATION AND PASCAL’S LAW
ILLUSTRATION OF LAW
Factors influencing water pressure in the endoscopic spine surgery model.
The height difference, obesity, and a short cannula can contribute positively.
Bernoulli’s equation and Pascal’s
law can be applied to the water
dynamics in UBE, which can be
affected by
the area of the inlet and outlet,
the difference in height,
mass resistance,
and injection pressure.
 Considering the structure of the UBE system, the irrigation fluid pressure is
started from the tip of the endoscope.
 This ensures that the inlet always remains patent; however, a small incision and
small outflow can cause water congestion, and these impaired water dynamics
can cause muscle edema and ascites.
PRACTICAL SCENARIO
 Structure of the UBE system is a balance adequate chamber system.
BALANCE ADEQUATE CHAMBER SYSTEM
 Structure of the UBE system is a balance adequate chamber system.
BALANCE ADEQUATE CHAMBER SYSTEM
Ingress Egress
Working Chamber
Ingress:
Saline
Paraspinal
well
chamber
Egress from
outlet
 INGRESS:
 WORKING CHANNEL:
 EGRESS
DETERMINANTS
Ingress: Saline
Paraspinal well
chamber
Egress from outlet
 INGRESS:
DETERMINANTS
Gravity and pressure
Volume, Height, Pressure
 INGRESS:
 WORKING CHANNEL:
DETERMINANTS
oIf chamber is created inadequate,
oHigh velocity in the system will not create a pressure in the paraspinal
system.
oBleeding and Narrow work space
oIf the working chamber is created large,
oThe intra chamber pressure increases due to reduced velocity due to
stagnation.
 INGRESS:
 WORKING CHANNEL:
 EGRESS
DETERMINANTS
If the egress channel has large and long tube
The velocity will reduce and cause increase pressure in the chamber.
cka
PRACTICALAPPLICATION
 Ingress reservoir inlet:
 100cm (one arm) above my head.
 Gravity is pushing it down and height is pushing it down.
 This force is transmitted to the operative field chamber (reservoir is paraspinal space)
 Maximum pressure gradient created inside the well of paraspinal muscle provides the
clear vision field, this is the principle of all hydraulic system..
 If bleeding increase in the operative field, what we do is increase the pressure with the
help of increasing cuff pressure by assistant.
Ingress:
Saline
Paraspinal well
chamber
Egress
 Local factors : Length of the cannula
 Systemic factors include BMI, skin-to-dura depth, height, and body weight.
 Overall, the local factors showed higher ORs than the systemic factors.
CONFOUNDERS
 From the beginning of the procedure, the physician should monitor the
anaesthesia.
 The type of anaesthesia can change the intraspinal pressure and the patient’s
level of consciousness; therefore, proper pain control and continuous sedation
have been recommended.
PRE OP OPTIMISATION
• Intraspinal space bleeding
• Thecal sac compression
• Muscle edema
• Para cauda equina like transient sacral numbness
• Ascites
• Convulsion on table
• Temp blindness and visual loss following high intracranial pressure.
• Retroperitoneal collection of fluid in rare cases with pressure on ICV and poor
cardiac filling. Risk to life.
• Abdominal distention and discomfort
COMPLICATIONS
1. Kim JE et al. Biportal endoscopic spinal surgery for lumbar spinal stenosis.
Asian Spine J. 2019
2. Malcolm Pestonji. Keynote.key. Fluid Management in UBE. 2022
3. Heo DH, Park CW, Son SK, Eum JH. Editors. Unilateral Biportal Endoscopic
spine. Springer. Singapore. 2022
4. Hong YH, Kim SK, Hwang J, Eum JH, Heo,DH Suh DW, Lee SC. Water
Dynamics in Unilateral Biportal Endoscopic Spine Surgery and Its Related
Factors. World Neurosurgery. 2021
WATER DYNAMICS IN UBE
References
THANK YOU
cka
SURESH BISHOKARMA, MCH
CONSULTANT NEUROSURGEON
UPENDRA DEVKOTA MEMORIAL NATIONAL INSTITUTE OF NEUROLOGICAL
AND ALLIED SCIENCES
WATER DYNAMICS IN UBE
THANK YOU

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Water dynamic of UBE Unilateral Biportal Endoscopy.pptx

  • 1. cka SURESH BISHOKARMA, MCH CONSULTANT NEUROSURGEON UPENDRA DEVKOTA MEMORIAL NATIONAL INSTITUTE OF NEUROLOGICAL AND ALLIED SCIENCES WATER DYNAMICS IN UBE
  • 2. UBE is fluid-medium surgery INTRODUCTION Ingress: Saline Paraspinal well chamber Egress from outlet
  • 3. Continuous saline output is critical Hydrostatic pressure Managing the fluid is the key to successful surgery. INTRODUCTION
  • 5. cka Why to Understand Water dynamics? Maintaining stable water dynamics is the first step in UBE. Working space & Haemostasis
  • 6. Why to Understand Water dynamics? Under Pressure Over Pressure
  • 7. Why to Understand Water dynamics? Under Pressure • Bleeding • Narrow working space • Cautery burn
  • 8. Why to Understand Water dynamics? Over Pressure • Muscle edema • Intraspinal space bleeding • Thecal sac compression: transient Para cauda equina
  • 9. 30 mmHg (Kim 2019) Kim JE et al. 2019. Biportal endoscopic spinal surgery for lumbar spinal stenosis. Asian Spine J. WATER PRESSURE FOR UBE
  • 10. The water supply can be secured by preparing a sufficient inlet, operation field, and outlet. ERGONOMICS Irrigation Inlet Dynamics within the Water chamber system is governed by two rules. Outlet Operation Field
  • 11.  Pascal's law (aka principle of transmission of fluid-pressure) is a principle in fluid mechanics that states “a pressure change at any point in a confined incompressible fluid is transmitted throughout the fluid such that the same change occurs everywhere” PASCAL'S LAW
  • 12. BERNAULI’S EQUATION  P1-P2=1.2ƍ (V2 2-V1 2)  A1V1= A2V2  Therefore,  A1<A2, V1>V2 and  V1>V2, P1<P2 Decreasing area = Increasing Velocity Increasing Velocity = Decreasing Pressure Inverse Relation to proportionate
  • 13. BERNAULI’S EQUATION IV fluid pressurised through the small pipe, this force is multiplied and disperse in all direction within the chamber. P2 >>>> P1 Pressure.  P1-P2=1.2ƍ (V2 2-V1 2)  A1V1= A2V2  Therefore,  A1<A2, V1>V2 and  V1>V2, P1<P2 Decreasing area = Increasing Velocity Increasing Velocity = Decreasing Pressure Inverse Relation to proportionate
  • 14.  Bernoulli's principle controls dynamic of hydraulic fluid.  Pressure is inversely proportion to velocity.  The speed of fluid within the chamber is low which will increase the intra chamber pressure creating the positive pressure working space  Positive pressure creates haemostasis.  Egress fluid in same gradient manner will satisfy the principle of water use in UBE. CLINICALAPPLICATION
  • 15. Bernoulli’s equation and Pascal’s law can be applied to the water dynamics in UBE, which can be affected by the area of the inlet and outlet, the difference in height, mass resistance, and injection pressure. BERNOULLI’S EQUATION AND PASCAL’S LAW
  • 16. ILLUSTRATION OF LAW Factors influencing water pressure in the endoscopic spine surgery model. The height difference, obesity, and a short cannula can contribute positively. Bernoulli’s equation and Pascal’s law can be applied to the water dynamics in UBE, which can be affected by the area of the inlet and outlet, the difference in height, mass resistance, and injection pressure.
  • 17.  Considering the structure of the UBE system, the irrigation fluid pressure is started from the tip of the endoscope.  This ensures that the inlet always remains patent; however, a small incision and small outflow can cause water congestion, and these impaired water dynamics can cause muscle edema and ascites. PRACTICAL SCENARIO
  • 18.  Structure of the UBE system is a balance adequate chamber system. BALANCE ADEQUATE CHAMBER SYSTEM
  • 19.  Structure of the UBE system is a balance adequate chamber system. BALANCE ADEQUATE CHAMBER SYSTEM Ingress Egress Working Chamber Ingress: Saline Paraspinal well chamber Egress from outlet
  • 20.  INGRESS:  WORKING CHANNEL:  EGRESS DETERMINANTS Ingress: Saline Paraspinal well chamber Egress from outlet
  • 21.  INGRESS: DETERMINANTS Gravity and pressure Volume, Height, Pressure
  • 22.  INGRESS:  WORKING CHANNEL: DETERMINANTS oIf chamber is created inadequate, oHigh velocity in the system will not create a pressure in the paraspinal system. oBleeding and Narrow work space oIf the working chamber is created large, oThe intra chamber pressure increases due to reduced velocity due to stagnation.
  • 23.  INGRESS:  WORKING CHANNEL:  EGRESS DETERMINANTS If the egress channel has large and long tube The velocity will reduce and cause increase pressure in the chamber.
  • 24. cka PRACTICALAPPLICATION  Ingress reservoir inlet:  100cm (one arm) above my head.  Gravity is pushing it down and height is pushing it down.  This force is transmitted to the operative field chamber (reservoir is paraspinal space)  Maximum pressure gradient created inside the well of paraspinal muscle provides the clear vision field, this is the principle of all hydraulic system..  If bleeding increase in the operative field, what we do is increase the pressure with the help of increasing cuff pressure by assistant. Ingress: Saline Paraspinal well chamber Egress
  • 25.  Local factors : Length of the cannula  Systemic factors include BMI, skin-to-dura depth, height, and body weight.  Overall, the local factors showed higher ORs than the systemic factors. CONFOUNDERS
  • 26.  From the beginning of the procedure, the physician should monitor the anaesthesia.  The type of anaesthesia can change the intraspinal pressure and the patient’s level of consciousness; therefore, proper pain control and continuous sedation have been recommended. PRE OP OPTIMISATION
  • 27. • Intraspinal space bleeding • Thecal sac compression • Muscle edema • Para cauda equina like transient sacral numbness • Ascites • Convulsion on table • Temp blindness and visual loss following high intracranial pressure. • Retroperitoneal collection of fluid in rare cases with pressure on ICV and poor cardiac filling. Risk to life. • Abdominal distention and discomfort COMPLICATIONS
  • 28. 1. Kim JE et al. Biportal endoscopic spinal surgery for lumbar spinal stenosis. Asian Spine J. 2019 2. Malcolm Pestonji. Keynote.key. Fluid Management in UBE. 2022 3. Heo DH, Park CW, Son SK, Eum JH. Editors. Unilateral Biportal Endoscopic spine. Springer. Singapore. 2022 4. Hong YH, Kim SK, Hwang J, Eum JH, Heo,DH Suh DW, Lee SC. Water Dynamics in Unilateral Biportal Endoscopic Spine Surgery and Its Related Factors. World Neurosurgery. 2021 WATER DYNAMICS IN UBE References THANK YOU
  • 29. cka SURESH BISHOKARMA, MCH CONSULTANT NEUROSURGEON UPENDRA DEVKOTA MEMORIAL NATIONAL INSTITUTE OF NEUROLOGICAL AND ALLIED SCIENCES WATER DYNAMICS IN UBE THANK YOU

Editor's Notes

  1. This technique is originated by Sang Kyu Son from South Korea. Minimally invasive surgery: Lesser postoperative back pain: Shorter hospital stay (muscle): Small surgical incisions.
  2. UBE is fluid-medium surgery, with an input of irrigating saline through the endoscopic portal and an output through the working portal. The working space becomes filled with irrigating saline and that is why it is called fluid fluid medium surgery. 
  3. UBE is fluid-medium surgery, with an input of irrigating saline through the endoscopic portal and an output through the working portal. The working space becomes filled with irrigating saline and that is why it is called fluid fluid medium surgery. 
  4. Fluid within the contained system is uncompressible, solid, rock, as hard as steel. Car Jack, Rotate. You are playing a small force, because there is hydraulic system that can raise 1000 kgs of Vehicle. Old days need 100 of men to lift the car. 
  5. Thoracodorsal fascia: Far lateral dissection. Retroperitoneal fluid can compress IVC.
  6. water pressure during UBE between 4.41 cm H2O (2.41 mm Hg) and 31.00 cm H2O (22.83 mm Hg) because the mean water pressure in an ideal situation was 16.66-9.12 cm H2O (12.25-6.71 mm Hg).
  7. where a continuous irrigation system and manometer are used for pressure monitoring.
  8. Consider the steady flow of a constant density fluid in a converging duct, without losses due to friction. The flow therefore satisfies all the restrictions governing the use of Bernoulli's equation.
  9. Consider the steady flow of a constant density fluid in a converging duct, without losses due to friction. The flow therefore satisfies all the restrictions governing the use of Bernoulli's equation.
  10. Ingress fluid and its transmission to the chamber, chamber cavity size and egress of fluid off the outlet channel all are important.
  11. In terms of the local factors, cannular length showed the highest OR, which suggests that maintaining cannulation for as long as possible can maintain the patency of water, decrease water pressure, and reduce infiltration to surrounding tissues.
  12. This technique is originated by Sang Kyu Son from South Korea. Minimally invasive surgery: Lesser postoperative back pain: Shorter hospital stay (muscle): Small surgical incisions.
  13. This technique is originated by Sang Kyu Son from South Korea. Minimally invasive surgery: Lesser postoperative back pain: Shorter hospital stay (muscle): Small surgical incisions.