A numerical approach to energy savings in heat drying process of drilled and water-cleaned PCB

  • Gyu-Bong Lee
  • Tae-Jun Ku
  • Young-Shin Kim
  • Seungwook Kim
  • Seong-Wook Cho
Article

Abstract

The post-drill cleaning process, one of processes to manufacture Printed Circuit Boards (PCBs), can be divided into water cleaning and heat drying processes. The various contaminants occurred during the drilling process are removed in the water cleaning process. The remaining moisture after this process is thoroughly removed by vaporization during the heat drying process. In this paper, the heat drying process of PCBs that have been drilled and water-cleaned prior to drying, is modeled and investigated for a Computational Fluid Dynamics (CFD) analysis. The Human-Machine Interface (HMI) system configured by using the Ubiquitous Sensor Node (USN) and the Machine-to-Machine (M2M) device is proposed in order to measure interior temperatures of the drying system and to define boundary conditions for the CFD analysis. Currently, six heaters are in operation by workers for the heat drying process as customary. However, it was shown through the experimental measurement and numerical analysis that the heat drying process is possible with operating only 4 heaters. The electrical power consumption of the case where 4 heaters are operated shows 33% of decrease from that of the case where 6 heaters are operated. For a near future study, a structural improvement of the drying system will be proposed with research on parameters that are influential on the performance of the system as one of the measures for a further reduction of electrical power consumption.

Keywords

Post-drill cleaning Heat drying process CFD analysis M2M device HMI system Electrical power consumption 

Nomenclature

A

area of dryer wall

Cp

specific heat of fluid

esta

internal energy of a fluid

h

convective heat transfer coefficient

hsta

static enthalpy

htot

total enthalpy

m

mass flow of hot air flown in through air knives

mout

mass flow of hot air going out the exhaust

N

points where temperature is measured or interpolated

p

pressure of fluid

Qin

heat flown in through air knives

Qlate

latent heat

Qout

heat going out the exhaust

Qwall

heat going out through the outer wall

T

temperature of fluid

SM

momentum source term

SE

energy source term

U

velocity of fluid

λ

thermal conductivity

ρ

density of fluid

τ

shear stress by fluid

[K]

coefficient matrix

[R]

vector of the right hand side of discretized equations

[X]

solution vector

gradient operator

tensor product of two vectors

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Copyright information

© Korean Society for Precision Engineering and Springer-Verlag Berlin Heidelberg 2013

Authors and Affiliations

  • Gyu-Bong Lee
    • 1
  • Tae-Jun Ku
    • 1
  • Young-Shin Kim
    • 2
  • Seungwook Kim
    • 3
  • Seong-Wook Cho
    • 3
  1. 1.Korea Engineering Plant Technology CenterKITECHGyeonggi-doKorea
  2. 2.CEOSongwol Circuit Co., Ltd.Gyeonggi-doKorea
  3. 3.School of Mechanical EngineeringChung-Ang UniversitySeoulKorea

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