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ICEEET’ 13
344
Design 0f Drug Delivery Systems in Lab on
Chip
I Abuthahir, Kalyani Vamsy B
Electronics and Communication Engineering, Anna University,
Chennai - 25, India.
Vamsy19@gmail.com
achin987@gmail.com
Abstract-We present a micro fluidic approach to
delivery of small quantity of drugs .The approach
is based on a two stage process of consecutive drug
dispensing and delivery, demonstrated by a device
featuring a fully planar design in which the micro
fluidic components are integrated in a single layer.
The design and simulation of the device will be
done using COMSOL 4.2a.This two dimensional
configuration offers ease in device fabrication and
it is compatible to various actuation schemes. A
compliance-based and normally closed check
value is used to couple the micro channels
responsible for drug dispensing and delivery.
Brief pneumatic pressure pulses are used to
mobilise buffer and drug solutions, which are
injected via a cannula into tissue. Thus the device
can potentially allow drug delivery and can also
be potentially extended to enable transdermal
drug delivery.
Keywords- Micro fluidic, Transdermal, Infuser,
Micro channels
INTRODUCTION
Bio mems:
Bio-MEMS is an abbreviation for
biomedical micro electromechanical systems.
With lab-on-a-chip (LoC) and bio-MEMS is
typically more focused on mechanical parts only
and micro fabrication technologies made suitable
for biological applications. While on the other
hand, lab-on-a-chip is concerned with
miniaturization and integration of laboratory
processes and experiments into single
(often micro fluidic) chips. In this definition, lab-
on-a-chip amendable to be adapted for
biological purposes.
Bio-MEMS can be used to refer to the
science and technology of operating at the micro
scale for biological and biomedical applications ,
which may or may not include any electronic or
mechanical functions. The interdisciplinary
nature of bio-MEMS combines material sciences,
clinical sciences, medicine, surgery, electrical
engineering, mechanical engineering, optical
engineering, chemical engineering, and biomedical
engineering. Some of its major applications
include genomics, proteomics, point-of-care
diagnostics, tissue engineering, and implantable
micro devices.
Microfluidics:
Microfluidics is defined as manipulation of the
working fluid by micro components as micro
pumps or micro valves based on pressure or
velocity. Microfluidics deals with the behaviour,
precise control and manipulation of fluids that are
geometrically constrained to a small, typically sub-
millimetre and micro scales.
LoC(Lab on Chip):
A lab-on-a-chip (LOC) is a device that integrates one
or several laboratory functions on a single chip of
only millimeters to a few square centimeters in size.
LOCs deal with the handling of extremely small
fluid volumes down to less than pico liters.
Lab-on-a-chip devices are a subset of
MEMS devices and often indicated by "Micro
Total Analysis Systems" (µTAS) as well. LoC is
closely related to, and overlaps with microfluidics
which describes primarily the physics, the
manipulation and study of minute amounts of fluids.
However, strictly regarded "Lab-on-a-Chip"
indicates generally the scaling of single or multiple
lab processes down to chip-format, whereas "µTAS"
is dedicated to the integration of the total sequence of
lab processes to perform chemical analysis. The
term "Lab-on-a-Chip" was introduced later on when
it turned out that µTAS technologies were more
widely applicable than only for analysis purposes.
It is an accurate way to introduce a set quantity of
fluid at a certain velocity to some piece of equipment.
ICEEET’ 13
345
This example involves the design of an infuser, a
device that feeds a reactor or analysis
TOOLS USED:
We use COMSOL 4.2a software to implement the
design of micro fluidics drug delivery system in
neurobiological studies.
METHODS USED:
I. INTRODUCTION:
Lab-on-a-chip devices have become quite popular for
analyses in fields such as biochemistry and
bioengineering. Through various techniques chemical
process such as chemical reactors, heat
exchangers, separators, and mixers with a specific
amount of fluid. Controlling pressure is an accurate
way to introduce a set quantity of fluid at a certain
velocity to some piece of equipment.
Flushing the equipment can also be important.
Optimizing such an infuser to maximize its use
would involve spending the least amount of time (and
fluid) flushing the equipment. Modeling this process
in the time domain can lead to an optimization of the
infusing pressure, micro channel design, and time
control.
This model demonstrates two useful tools in
COMSOL Multi physics modeling:
•
The ability to easily define a time-dependent
boundary condition
•
The ability to easily sweep meshes into 3D to save
memory
II. NAVIER -STOKES EQUATIONS:
This exercise arbitrarily sets the geometry
and conditions of the micro channel lab-on-a-chip
.The differential pressure at the two inlets relative to
the outlet pressure is time-controlled so that the inlet
flow passes from one to the next in a smooth way. At
any particular instant, one of the inlet flows
dominates, although flow could be significant from
more than one inlet. The pressure at the outlet is set
to zero.
The example models only fluid flow whose velocity
is of a magnitude that suggests laminar behavior.
This implies that you can get a numerical solution of
the full momentum balance and continuity equations
for incompressible flow with a reasonable number of
elements.
where ρ denotes density (kg/m3
), u is the velocity
(m/s), μ denotes dynamic viscosity (Pa·s), and p
equals pressure (Pa). The fluid in this case is water,
with the corresponding density and viscosity values.
III. DESIGN PROCEDURE:
MODEL WIZARD:
1. Go to the Model Wizard window.
2.Click Next.
3.In the Add physics tree, select Fluid Flow >
Single-Phase Flow > Laminar Flow (spf).
4. Click Add Selected.
5.Click Next.
6. Find the Studies subsection. In the tree, select
Preset Studies>Time Dependent.
7.Click Finish.
GEOMETRY 1
1. In the Model Builder window, click Model 1 >
Geometry 1.
2.Go to the Settings window for Geometry.
3.Locate the Units section. From the Length unit list,
choose μm.
4. Right-click Model 1 > Geometry 1 and choose
Work Plane
Rectangle 1
1.Right-click Model 1 > Geometry 1 and choose
Rectangle.
2. Go to the Settings window for Rectangle.
3 .Locate the Size section. In the Width edit field,
type 0.1.
4. In the Height edit field, type 0.2.
5 .Click the Build Selected button.
Bézier Polygon 1:
ICEEET’ 13
346
1. In the Model Builder window, right-click
Geometry 1 and choose Bézier Polygon.
2. Go to the Settings window for Bézier Polygon.
3.Locate the Polygon Segments section. Find the
Added segments subsection. Click the Add Linear
button.
4. Find the Control points subsection. In row 1, set x
to 0.1 and y to 0.2.
5.In row 2, set y to 0.2.
6 .Find the Added segments subsection. Click the
Add Linear button.
7 .Find the Control points subsection. In row 2, set y
to 0.575.
8. Find the Added segments subsection. Click the
Add Linear button.
9 .Find the Control points subsection. In row 2, set x
to 0.025.
10. Find the Added segments subsection. Click the
Add Linear button.
11. Find the Control points subsection. Click the
Close Curve button.
12.Click the Build Selected button.
13. Click the Zoom Extents button on the Graphics
toolbar.
Rectangle 2:
1. In the Model Builder window, right-click
Geometry 1 and choose Rectangle.
2 .Go to the Settings window for Rectangle.
3.Locate the Size section. In the Width edit field,
type 0.025.
4. In the Height edit field, type 1.025.
5 .Locate the Position section. In the y edit field, type
0.575.
6 .Click the Build Selected button.
7 .Click the Zoom Extents button on the Graphics
toolbar.
Mirror 1:
1. In the Model Builder window, right-click Model 1
> Geometry 1 > Work Plane 1 > Geometry and
choose Transforms > Mirror.
2 .Select the object b1 only.
3. Go to the Settings window for Mirror.
4. Locate the Input section. Select the Keep input
objects check box.
5. Click the Build Selected button.
Rectangle 3:
1. In the Model Builder window, right-click
Geometry 1 and choose Rectangle.
2 .Go to the Settings window for Rectangle.
3.Locate the Size section. In the Width edit field,
type 1.
4. In the Height edit field, type 0.1.
5 .Locate the Position section. In the x edit field, type
-0.03 and in the y edit field, type 1.6.
6 .Click the Build Selected button.
Rectangle 4:
1. In the Model Builder window, right-click
Geometry 1 and choose Rectangle.
2 .Go to the Settings window for Rectangle.
3.Locate the Size section. In the Width edit field,
type 0.1.
4. In the Height edit field, type 1.
5 .Locate the Position section. In the x edit field, type
-0.03 and in the y edit field, type 1.6.
6 .Click the Build Selected button.
Union 1 :
1.In the Model Builder window, right-click Model 1
> Geometry 1 > Work Plane 1 > Geometry and
choose Boolean Operations > Union.
2. Select the objects b1 and mir1 only.
3.Go to the Settings window for Union.
ICEEET’ 13
347
4. Locate the Union section. Clear the Keep interior
boundaries check box.
5.Click the Build Selected button.
Union diagram.
Extrude 1
1. In the Model Builder window, right-click Model
1>Geometry 1>Work Plane 1 and choose Extrude.
2. Go to the Settings window for Extrude.
3. Locate the Distances from Work Plane section. In
the table, enter 0.1 in distance box
4.Click the Build All button.
5. Click the Zoom Extents button on the Graphics
toolbar.
Extrude diagram
RESULTS:
MESHING PRESURE AND VELOCITY STUDY
PRESSURE RESULTS
The second default plot shows the surface of the
geometry with the pressure as a contour plot.
To create the plots in Figure 3 showing the velocity
in the x direction and the pressure at a point near the
outlet, perform the following steps:
1. In the Model Builder window, click
Results>Pressure (spf).
2. Go to the Settings window for 3D Plot Group.
3.Locate the Data section. From the Time list, choose
0.5.
4. Click the Plot button.
5 .Click the Zoom Extents button on the Graphics
toolbar.
ICEEET’ 13
348
OUTPUT GRAPH FOR PRESSURE
VELOCITY RESULTS
The velocity of the fluid in the block is given below
along with the arrow direction of the drug .The inlet 1
is provided with water and the other inlet is provided
with ink.
OUTPUT GRAPH FOR VELOCITY
CONCLUSION:
This project has a micro fluidic approach to drug
delivery for lab on chips. Aimed at addressing the
spatial and temporal requirements for drug delivery,
our approach is based on a two inlet design where
drug delivery is based on the principle consisting of
drug dispensing, in which a small amount of drug is
metered, and then drug delivery, in which the
measured drug is delivered within a brief time . This
approach was demonstrated by a inlet whereas to
regulate a unidirectional flow with minimum leakage
possible . This device is fully planar in that all micro
fluidic components are integrated in a single layer for
simple fabrication and integration with other
functional elements. The more pressure applied in the
inlet valve of the drug the velocity also increases.
REFERENCES
ICEEET’ 13
349
[1]www.comsol.com.
[2] Bin Wang, Junhui Ni, Yoav Litvin, Donald W.
Pfaff, and Qiao Lin,
“A Micro fluidic Approach to Pulsatile Delivery of
Drugs for Neurobiological Studies”, vol. 21, no. 1,
journal of micro electromechanical systems, 2012 .
[7] Aram J. Chung, Donn Kimb and David
Erickson, ” Electro kinetic micro -fluidic devices for
rapid, low power drug delivery in autonomous
Microsystems “, journal of The Royal Society of
Chemistry, 2007.
[3] P. K. Podder, D. P. Samajdar, D. Mallick and A.
Bhattacharyya
“ Design, Simulation and Study of Micro-pump,
Micro-valve and
Micro-needle for Biomedical Applications”, journal
of Institute of Radio Physics & Electronics,2012.
[4] Mr. Satyaprakash Narayan Das and Dr.
Gouranga Bose, “ Study of Fluid Dynamics and Heat
Transfer in MEMS Structures”, COMSOL
conference , 2012.
[5] Kollipara Sri Nithin , ”Analysis of Electro
osmotic Flow of Power Law Fluidics in Micro
Channel(1D)”,COMSOL conference ,2012.
[6] Tamal Dasa and Suman Chakraborty,
“Biomicrofluidics: Recent trends and future
challenges”, Sadhana journal 2009.
[7] Aram J. Chung, Donn Kimb and David
Erickson, ” Electro kinetic micro -fluidic devices for
rapid, low power drug delivery in autonomous
Microsystems “, journal of The Royal Society of
Chemistry, 2007.
[8] www.google.com .
[9] www.ieeeexplorer .com .
[10] www.wikipedia.com .
[11] Chaubey A, ”Mediated Biosensors ”,
Biosensors and Bioelectronics journal, 2002.

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EE 063

  • 1. ICEEET’ 13 344 Design 0f Drug Delivery Systems in Lab on Chip I Abuthahir, Kalyani Vamsy B Electronics and Communication Engineering, Anna University, Chennai - 25, India. Vamsy19@gmail.com achin987@gmail.com Abstract-We present a micro fluidic approach to delivery of small quantity of drugs .The approach is based on a two stage process of consecutive drug dispensing and delivery, demonstrated by a device featuring a fully planar design in which the micro fluidic components are integrated in a single layer. The design and simulation of the device will be done using COMSOL 4.2a.This two dimensional configuration offers ease in device fabrication and it is compatible to various actuation schemes. A compliance-based and normally closed check value is used to couple the micro channels responsible for drug dispensing and delivery. Brief pneumatic pressure pulses are used to mobilise buffer and drug solutions, which are injected via a cannula into tissue. Thus the device can potentially allow drug delivery and can also be potentially extended to enable transdermal drug delivery. Keywords- Micro fluidic, Transdermal, Infuser, Micro channels INTRODUCTION Bio mems: Bio-MEMS is an abbreviation for biomedical micro electromechanical systems. With lab-on-a-chip (LoC) and bio-MEMS is typically more focused on mechanical parts only and micro fabrication technologies made suitable for biological applications. While on the other hand, lab-on-a-chip is concerned with miniaturization and integration of laboratory processes and experiments into single (often micro fluidic) chips. In this definition, lab- on-a-chip amendable to be adapted for biological purposes. Bio-MEMS can be used to refer to the science and technology of operating at the micro scale for biological and biomedical applications , which may or may not include any electronic or mechanical functions. The interdisciplinary nature of bio-MEMS combines material sciences, clinical sciences, medicine, surgery, electrical engineering, mechanical engineering, optical engineering, chemical engineering, and biomedical engineering. Some of its major applications include genomics, proteomics, point-of-care diagnostics, tissue engineering, and implantable micro devices. Microfluidics: Microfluidics is defined as manipulation of the working fluid by micro components as micro pumps or micro valves based on pressure or velocity. Microfluidics deals with the behaviour, precise control and manipulation of fluids that are geometrically constrained to a small, typically sub- millimetre and micro scales. LoC(Lab on Chip): A lab-on-a-chip (LOC) is a device that integrates one or several laboratory functions on a single chip of only millimeters to a few square centimeters in size. LOCs deal with the handling of extremely small fluid volumes down to less than pico liters. Lab-on-a-chip devices are a subset of MEMS devices and often indicated by "Micro Total Analysis Systems" (µTAS) as well. LoC is closely related to, and overlaps with microfluidics which describes primarily the physics, the manipulation and study of minute amounts of fluids. However, strictly regarded "Lab-on-a-Chip" indicates generally the scaling of single or multiple lab processes down to chip-format, whereas "µTAS" is dedicated to the integration of the total sequence of lab processes to perform chemical analysis. The term "Lab-on-a-Chip" was introduced later on when it turned out that µTAS technologies were more widely applicable than only for analysis purposes. It is an accurate way to introduce a set quantity of fluid at a certain velocity to some piece of equipment.
  • 2. ICEEET’ 13 345 This example involves the design of an infuser, a device that feeds a reactor or analysis TOOLS USED: We use COMSOL 4.2a software to implement the design of micro fluidics drug delivery system in neurobiological studies. METHODS USED: I. INTRODUCTION: Lab-on-a-chip devices have become quite popular for analyses in fields such as biochemistry and bioengineering. Through various techniques chemical process such as chemical reactors, heat exchangers, separators, and mixers with a specific amount of fluid. Controlling pressure is an accurate way to introduce a set quantity of fluid at a certain velocity to some piece of equipment. Flushing the equipment can also be important. Optimizing such an infuser to maximize its use would involve spending the least amount of time (and fluid) flushing the equipment. Modeling this process in the time domain can lead to an optimization of the infusing pressure, micro channel design, and time control. This model demonstrates two useful tools in COMSOL Multi physics modeling: • The ability to easily define a time-dependent boundary condition • The ability to easily sweep meshes into 3D to save memory II. NAVIER -STOKES EQUATIONS: This exercise arbitrarily sets the geometry and conditions of the micro channel lab-on-a-chip .The differential pressure at the two inlets relative to the outlet pressure is time-controlled so that the inlet flow passes from one to the next in a smooth way. At any particular instant, one of the inlet flows dominates, although flow could be significant from more than one inlet. The pressure at the outlet is set to zero. The example models only fluid flow whose velocity is of a magnitude that suggests laminar behavior. This implies that you can get a numerical solution of the full momentum balance and continuity equations for incompressible flow with a reasonable number of elements. where ρ denotes density (kg/m3 ), u is the velocity (m/s), μ denotes dynamic viscosity (Pa·s), and p equals pressure (Pa). The fluid in this case is water, with the corresponding density and viscosity values. III. DESIGN PROCEDURE: MODEL WIZARD: 1. Go to the Model Wizard window. 2.Click Next. 3.In the Add physics tree, select Fluid Flow > Single-Phase Flow > Laminar Flow (spf). 4. Click Add Selected. 5.Click Next. 6. Find the Studies subsection. In the tree, select Preset Studies>Time Dependent. 7.Click Finish. GEOMETRY 1 1. In the Model Builder window, click Model 1 > Geometry 1. 2.Go to the Settings window for Geometry. 3.Locate the Units section. From the Length unit list, choose μm. 4. Right-click Model 1 > Geometry 1 and choose Work Plane Rectangle 1 1.Right-click Model 1 > Geometry 1 and choose Rectangle. 2. Go to the Settings window for Rectangle. 3 .Locate the Size section. In the Width edit field, type 0.1. 4. In the Height edit field, type 0.2. 5 .Click the Build Selected button. Bézier Polygon 1:
  • 3. ICEEET’ 13 346 1. In the Model Builder window, right-click Geometry 1 and choose Bézier Polygon. 2. Go to the Settings window for Bézier Polygon. 3.Locate the Polygon Segments section. Find the Added segments subsection. Click the Add Linear button. 4. Find the Control points subsection. In row 1, set x to 0.1 and y to 0.2. 5.In row 2, set y to 0.2. 6 .Find the Added segments subsection. Click the Add Linear button. 7 .Find the Control points subsection. In row 2, set y to 0.575. 8. Find the Added segments subsection. Click the Add Linear button. 9 .Find the Control points subsection. In row 2, set x to 0.025. 10. Find the Added segments subsection. Click the Add Linear button. 11. Find the Control points subsection. Click the Close Curve button. 12.Click the Build Selected button. 13. Click the Zoom Extents button on the Graphics toolbar. Rectangle 2: 1. In the Model Builder window, right-click Geometry 1 and choose Rectangle. 2 .Go to the Settings window for Rectangle. 3.Locate the Size section. In the Width edit field, type 0.025. 4. In the Height edit field, type 1.025. 5 .Locate the Position section. In the y edit field, type 0.575. 6 .Click the Build Selected button. 7 .Click the Zoom Extents button on the Graphics toolbar. Mirror 1: 1. In the Model Builder window, right-click Model 1 > Geometry 1 > Work Plane 1 > Geometry and choose Transforms > Mirror. 2 .Select the object b1 only. 3. Go to the Settings window for Mirror. 4. Locate the Input section. Select the Keep input objects check box. 5. Click the Build Selected button. Rectangle 3: 1. In the Model Builder window, right-click Geometry 1 and choose Rectangle. 2 .Go to the Settings window for Rectangle. 3.Locate the Size section. In the Width edit field, type 1. 4. In the Height edit field, type 0.1. 5 .Locate the Position section. In the x edit field, type -0.03 and in the y edit field, type 1.6. 6 .Click the Build Selected button. Rectangle 4: 1. In the Model Builder window, right-click Geometry 1 and choose Rectangle. 2 .Go to the Settings window for Rectangle. 3.Locate the Size section. In the Width edit field, type 0.1. 4. In the Height edit field, type 1. 5 .Locate the Position section. In the x edit field, type -0.03 and in the y edit field, type 1.6. 6 .Click the Build Selected button. Union 1 : 1.In the Model Builder window, right-click Model 1 > Geometry 1 > Work Plane 1 > Geometry and choose Boolean Operations > Union. 2. Select the objects b1 and mir1 only. 3.Go to the Settings window for Union.
  • 4. ICEEET’ 13 347 4. Locate the Union section. Clear the Keep interior boundaries check box. 5.Click the Build Selected button. Union diagram. Extrude 1 1. In the Model Builder window, right-click Model 1>Geometry 1>Work Plane 1 and choose Extrude. 2. Go to the Settings window for Extrude. 3. Locate the Distances from Work Plane section. In the table, enter 0.1 in distance box 4.Click the Build All button. 5. Click the Zoom Extents button on the Graphics toolbar. Extrude diagram RESULTS: MESHING PRESURE AND VELOCITY STUDY PRESSURE RESULTS The second default plot shows the surface of the geometry with the pressure as a contour plot. To create the plots in Figure 3 showing the velocity in the x direction and the pressure at a point near the outlet, perform the following steps: 1. In the Model Builder window, click Results>Pressure (spf). 2. Go to the Settings window for 3D Plot Group. 3.Locate the Data section. From the Time list, choose 0.5. 4. Click the Plot button. 5 .Click the Zoom Extents button on the Graphics toolbar.
  • 5. ICEEET’ 13 348 OUTPUT GRAPH FOR PRESSURE VELOCITY RESULTS The velocity of the fluid in the block is given below along with the arrow direction of the drug .The inlet 1 is provided with water and the other inlet is provided with ink. OUTPUT GRAPH FOR VELOCITY CONCLUSION: This project has a micro fluidic approach to drug delivery for lab on chips. Aimed at addressing the spatial and temporal requirements for drug delivery, our approach is based on a two inlet design where drug delivery is based on the principle consisting of drug dispensing, in which a small amount of drug is metered, and then drug delivery, in which the measured drug is delivered within a brief time . This approach was demonstrated by a inlet whereas to regulate a unidirectional flow with minimum leakage possible . This device is fully planar in that all micro fluidic components are integrated in a single layer for simple fabrication and integration with other functional elements. The more pressure applied in the inlet valve of the drug the velocity also increases. REFERENCES
  • 6. ICEEET’ 13 349 [1]www.comsol.com. [2] Bin Wang, Junhui Ni, Yoav Litvin, Donald W. Pfaff, and Qiao Lin, “A Micro fluidic Approach to Pulsatile Delivery of Drugs for Neurobiological Studies”, vol. 21, no. 1, journal of micro electromechanical systems, 2012 . [7] Aram J. Chung, Donn Kimb and David Erickson, ” Electro kinetic micro -fluidic devices for rapid, low power drug delivery in autonomous Microsystems “, journal of The Royal Society of Chemistry, 2007. [3] P. K. Podder, D. P. Samajdar, D. Mallick and A. Bhattacharyya “ Design, Simulation and Study of Micro-pump, Micro-valve and Micro-needle for Biomedical Applications”, journal of Institute of Radio Physics & Electronics,2012. [4] Mr. Satyaprakash Narayan Das and Dr. Gouranga Bose, “ Study of Fluid Dynamics and Heat Transfer in MEMS Structures”, COMSOL conference , 2012. [5] Kollipara Sri Nithin , ”Analysis of Electro osmotic Flow of Power Law Fluidics in Micro Channel(1D)”,COMSOL conference ,2012. [6] Tamal Dasa and Suman Chakraborty, “Biomicrofluidics: Recent trends and future challenges”, Sadhana journal 2009. [7] Aram J. Chung, Donn Kimb and David Erickson, ” Electro kinetic micro -fluidic devices for rapid, low power drug delivery in autonomous Microsystems “, journal of The Royal Society of Chemistry, 2007. [8] www.google.com . [9] www.ieeeexplorer .com . [10] www.wikipedia.com . [11] Chaubey A, ”Mediated Biosensors ”, Biosensors and Bioelectronics journal, 2002.