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    ICAMB 2012, Jan 9-11, 2012

    SMBS, VIT University, Vellore , India 40

    Design, Manufacture and Static Reliability Analyses

    of a 56L Thin Quad Leadless Moulded Package

    (TQLMP)K. Padmanabhan S. Subeesh and G. Saravanaram

    Abstract-This investigation is a part of the ongoing activities in thejoint project with SPEL Semiconductor Ltd. on advancedsemiconductor materials and packaging. Design of the entire 56LThin Quad Leadless Moulded Package (TQLMP) was done in Pro-EWildfire 3.0 and the performance analysis accomplished using the

    ANSYS v.11 FEM ( Finite Element Method) software. The uniquefeature of the 56L IC is that it is rectangular and not a square designlike the 48L TQLMP. Reliability plays a major role at every stage inthe manufacture, testing and use of integrated circuit packages. The

    56L ICs were encapsulated using a nano-composite mould compoundand the Resin Transfer Moulding method (RTM). The electro-hygrothermo-mechanical reliability of the IC packages wereinvestigated and reported with the aid of finite element coupled field

    analysis and corroboration of the results with experimental results. Inorder to improve reliability, suggestions were made based on thefeed back from the analyses. The influence of operating voltages and

    joule heating on the mechanical reliability of ICs were investigated.

    Die shear tests were conducted on the ICs and the shear strengthcompared with the actual values obtained from the finite elementresults during operating temperatures. Thermal analyses with FEMand thermal tests in a chamber carried out on the ICs were later

    inspected under a Scanning Acoustic Microscope (SAM) for possibledelaminations The influence of moisture at elevated temperatureswas also studied for the aforementioned IC. in order to ascertain thereliability of the IC and its encapsulation despite hygrothermalattack.. Finally all the results of the electro- hygrothermo-mechanical

    analysis were analyzed and presented. Failure theories were appliedto verify the reliability of the IC from a knowledge of the obtainedstresses and strains from FEM simulations and design or materialsdata.. Finally, the overall reliability of the IC was established.

    Key words : 56 L TQLMP, Reliability, FEM, SAM

    I. INTRODUCTIONThe joint project with an electronic industry SPEL

    Semiconductor Ltd [1] to improve the understanding and

    exploitation of advanced semiconductor materials and

    electronic packaging of ICs is unique as it caters to the needs

    of customers all of whom are from the export market. This

    project assumes great significance as the entire 3D design and

    K. Padmanabhan, Centre of excellence in Nano-composites. School ofMechanical and Building Sciences, VIT-University, Vellore-632014.

    S. Subeesh Spel Semiconductor Ltd. Maraimalai Nagar, Chennai

    G. Saravanaram, Sri Venkateswara College of Engineering , Sri Perumbudur

    analyses for the ICs developed , are carried out with the

    facilities available with the the joint collaborators .

    Among the electronic packages the quad packages are

    relatively new and have high design complexities coupled

    with superior function at a small size. A detailed account of

    the types of packages is given in Microsystems Packaging by

    Tummala Rao [2]. As we have ventured in to manufacturing

    the quad packages like the Thin Quad Leadless Moulded

    Package ( TQLMP) that are increasingly being used in mobile

    phones, digital cameras, PDAs and automobile control

    systems , there is enormous customer curiosity on the

    reliability of the miniaturized products manufactured with

    these ICs. Hence there is an imperative need to address these

    issues and demonstrate the evaluation techniques and

    conformance of these packages to user requirements. Figure 1

    shows the architecture of a simplified plastic IC package.

    Plastic packages are non-hermetic meaning permeable but

    flexible and cost affective at operating temperatures below

    200 C.

    Figure 1: Two-dimensional cross section model of an IC package

    Plastic based non-hermetic packages are more popular with

    the manufacturers of electronic packaging. Their maximum

    operating temperature is low and they may face a hoard of

    problems that may lead to premature failure. The causes of

    such failures are mostly due to joule heating due to resistive

    heating ( I2 R losses), electrostatic discharge (ESD),

    hygrothermal fracture , electro-thermo-mechanical fatigue,

    manufacturing defects like delaminations, soldering defects

    and material defects.

    In the present investigation the complete architecture of a

    56L TQLMP was designed in Pro-E modelling software and

    analyzed for electro-hygro-thermo-mechanical static reliability

    using the ANSYS version 11 finite element modelling

    software [3] and reliability tests. As the IC packages

    experience joule heating during operation due to the

    application of voltage difference and current they cause

    thermal stresses to be induced in the package. As thermal

    stresses cause warping, bending, twisting and other type of

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    deflections, the mechanical stresses develop in the package

    that is fixed to a Printed Circuit Board (PCB) or a Printed

    Wiring Board (PWB) in the leads and the package as whole.

    The reliability and durability of some of the quad packages

    have been investigated earlier by Padmanabhan et al [4,5,6].

    Here, the results from the simulation studies and calculations

    based on actual operating conditions are compared with the

    experimental results from the die shear tests , thermal pre-

    conditioning tests and delamination observation under thescanning acoustic microscope (SAM). Comparison reveals

    that the operating stresses are lower than the failure stresses

    with the factor of safety included. The significance of this

    investigation is in the consideration of the actuarian multiple

    effects that the IC packages go through. The Design for

    Manufacturing, Assembly and Environment (DFMAE)

    approach is emphasized here as concurrent design, analysis,

    manufacturing and testing feedback principles are employed

    keeping cost in mind. The ICs fabricated by SPEL

    semiconductors are also lead free thereby addressing the issue

    of environmental impact.

    II. MODELLING AND FINITE ELEMENTANALYSIS :

    The 3 Dimensional model was created using the Pro-E

    wildfire 4.0. For analytical requirements the model was

    created with and with out the IC plastic encapsulation as the

    property evaluation had to be done for both the conditions in

    order to clearly identify the influence of the mould compound.

    The copper lead frame shown in figure 1 forms the skeletal

    frame on which the silicon die is pasted using a conductive

    silver epoxy paste. Gold wires with a diameter of 25 microns

    are bonded from the leads on to the silicon die in order to

    enable the IC to receive and transmit signals. The entire micro

    assembly is encapsulated with a mould compound consistingof epoxy resin, phenolic resin, carbon black powder and fused

    silica powders through the Resin Transfer Moulding (RTM)

    technique. Here, in the 3D model the IC with the mould

    compound encapsulation is shown to be transparent in order to

    provide visual details keeping in mind the material properties.

    Figures 2 (a) and (b) show the design of 56L TQLMP

    packages with encapsulation . The model was imported in to

    the ANSYS in the Initial Graphics Exchange Specification (

    IGES) format. A coupled field electro- thermo-mechanical FE

    analysis was conducted using the materials properties given in

    Table 1 for the various materials used in the design . The

    coupled field analysis was carried out using a solid element

    with 8 nodes and capable of two degrees of freedom ,i.e.

    temperature and voltage. The element is also capable of three

    dimensional thermal and electrical conductivity. So it was

    used for the electrical thermal coupled field analysis

    involving joule heating and another solid element was used

    for the thermal-mechanical coupled field analysis involving

    the von mises equivalent stresses and shear stresses. The

    thermal results from the first coupled field analysis were fed in

    to the next analysis through an `.rth file and the thermal-

    structural analysis performed using another solid element that

    is used for this coupled field analysis. The results from the

    thermal-structural analyses were stored in an `.rst file. Thus it

    was possible to evaluate the electrical influence on the thermal

    characteristics and then the thermal influence on the

    mechanical characteristics of the IC package.

    Figure 2 (a) 56L TQLMP IC with encapsulation

    Figure 2 (b) 56L TQLMP IC gold wire bonding.

    Meshed model of the 56L IC without encapsulation is

    shown here in figure 3. According to the properties to be

    derived the models were meshed with and without

    encapsulation.. The models were constrained at the lead lines

    along the four outer edges of the copper lead frame as it would

    be during operation. A manufacturer recommended potential

    difference of 5 volts was applied to the IC at the designated

    leads. The results for the 56L IC obtained from the two

    coupled field analyses are shown in figures 4 to 6. As the IC

    is supplied with a voltage it takes a few minutes to reach a

    steady state due to joule heating. Hence all the results

    presented are from steady state electrical- thermal coupled

    field analysis. No transient analysis is presented here due to

    the practicality of the approach of this investigation. Figure 4

    shows the maximum temperature achieved in the

    encapsulated package due to joule heating which is 33.4 C.

    Figures 5 and 6 indicate the XY shear stresses developed in

    the entire package and the XY plane shear stress developed at

    the silicon die and the copper lead frame interface bonded

    with a conducting silver epoxy adhesive. The XY shear stress

    is of significance as the stresses developed in operation can be

    compared with the actual shear strength of the interface. The

    shear stresses developed should be at least 2.5 times ( factor

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    of safety) lower than the shear strength of the silicon die-

    copper interface in order to qualify the IC for reliability.

    Figure 3: Meshing of IC without encapsulation

    Figure 4: Joule heating distribution of IC

    Figure 5: XY Shear stresses with encapsulation

    Figure 6: XY shear stress at Si-Cu bonding

    TABLE IPACKAGING MATERIALS PROPERTIES

    MATERIALSYOUNGS

    MODULUS(N/mm2)

    CTE

    (1/C)

    ELECTRICAL

    RESISTIVITY( - mm)

    THERMAL

    CONDUCTIVITY(W/mm- C)

    POISSONS

    RATIO

    Copper 110.31e3 16.50e-6 1.673e-5 401e-3 0.22

    Silver epoxy 11.5e3 30e-6 8e-4 546e-3 0.35

    Silicon 200e3 2.60e-6 1 130e-3 0.25

    Gold 82.737e3 14.20e-6 2.350e-5 317e-3 0.44

    Filled epoxy for 36L (M1) 26e3 7e-6 - 0.0012e-3 0.25

    Filled epoxy for 64L (M2) 33e3 1.5e-5 - 0.0012e-3 0.25

    III. EXPERIMENTAL DETAILS:The die shear test apparatus to measure the shear strength

    of the silicon die-copper lead frame interface adhesively

    bonded with a silver epoxy paste ( with out encapsulation),

    shown schematically in figure 7, shows the silicon die

    adhesively bonded to the copper lead frame clamped to the

    apparatus. A shear beam with a wedge is tightened laterally

    until the die is sheared of the copper lead frame. The average

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    load from about five tests, required to shear the die is noted

    and the shear strength is calculated based on the surface

    contact area of the die with the lead frame. Here, temperature

    rise , the shrinkage pressure due to the encapsulation

    moulding and the thermal stresses developed in the

    encapsulation while in operation have a role to play in the

    origin of XY shear stresses , the magnitude of which is ~ 2

    MPa ( Fig 6). The die shear strength evaluated through the

    experimental setup was 24.51 N/mm2 or MPa which ishigher than the XY shear stresses developed during operation

    by at least a factor of safety (FOS) of 10.

    Figure 7: Silicon- copper lead frame die shear test

    Figure 8 : SAM showing delaminations

    (as red areas) in the IC

    The manufactured ICs are subjected to a preconditioning test

    (Thermal Shock Test (JESD22 A106B) [7] involving

    temperature cycles. As the temperature of the ICs is raised

    beyond 125 C which is near the glass transition temperature

    of the encapsulant resin and the silver epoxy adhesive, to up

    to 260 C for lead free products , delaminations were

    observed in the encapsulated ICs .This was confirmed

    through Scanning Acoustic Microscope (SAM) observation

    of the conditioned specimens. Figure 8 provides information

    about the extent of delaminations after preconditioning at the

    aforesaid temperatures for 24 hours or more. As the IC

    temperature during operation is not expected to go beyond 34 C as evinced through the joule heating analysis it is clear

    that delaminations occur only when the IC is treated near and

    above the glass transition temperature (Tg) of the epoxy for

    long durations, due to the differences in the CTE of the

    different materials, as discussed above. As there is a clear

    margin between the maximum temperature reached during

    operation and the failure temperature due to the development

    of thermal stresses, it is found that the IC will not reach its

    failure limits during operation. According to the ASTM STP

    5229 M rule [8] the MOT ( Maximum Operating

    Temperature) of the material, device/component should be at

    least 25 Celsius lower than the lowest wet Tg of the material.

    In this case the mould compounds qualify this clause. This

    investigation deals with more reliability analyses based on

    failure theories and hygrothermal influences . The 56L

    TQLMP fails at around 110 C by using mould compound

    Mould 2. By using the mould compound Mould 1 the design is

    more robust as the wet Tg is about 121C.The ensuing

    sections present thehygrothermal and the failure analyses ofthe 56 L ICs.

    IV. HYGROTHERMAL ANALYSISThe packages involved in this investigation are polymeric

    epoxies that are non-hermetic, meaning permeable to moisture

    and transport of other ingredients. Among the many

    environmental conditions that may influence polymer

    mechanical behaviour, changes in temperature and moisture

    contents are important for discussion. Effects of temperature

    areusually referred to as thermal effects, whereas those ofmoisture are referred to as hygroscopic effects. The word

    hygrothermal is used to describe the combined effects oftemperature and moisture. There are two principal effects of

    changes in the hygrothermal environment, on mechanical

    behaviour of polymers.

    Stiffness and strength are altered. Increasing temperature

    causes a gradual softening of the polymer material up to a

    point. If the temperature is increased beyond the so called

    glass transition region (indicating a transition from glassy

    behaviour to rubbery behaviour) the polymer becomes too soft

    for use as a structural material. Plasticization of the polymer

    by absorbed moisture causes a reduction in glass transition

    temperature (Tg). Thus the wet Tg is always lower than the

    dry Tg and a corresponding degradation of polymer propertiesresults. Recent attention by Andrew Tay [9] and Ji Hyuck

    Yang and Kang Yong Lee [10] are on the hygrothermal

    reliability aspects of various IC packages.

    The hygrothermal degradation of the polymer encapsulant

    strength or stiffness can be estimated by using an empirical

    equation given in Ronald Gibson [11], that is -

    --- (1)

    Tgw= (0.005Mr2-0.1Mr+1.0)Tgo

    Where,

    Fm = Mechanical property retention ratio, P =

    Strength or stiffness after hygrothermal degradation, Po =

    Reference strength or stiffness before degradation,T =

    Temperature at which P is to be predicted (0C), Tgo= Glass

    transition temperature for reference dry condition , Tgw

    =Glass transition temperature for reference wet condition at

    ==

    TT

    TT

    P

    P

    F

    go

    gw

    m

    0

    2/1

    0

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    moisture content corresponding to property P, To = Test

    temperature at which Po was measured, Mr = Weight percent

    of moisture at equilibrium.

    In our package the encapsulation is made up of a filled

    epoxy material which absorbs moisture. Two types of

    encapsulation moulding materials were used by SPEL

    Semiconductor Ltd. Figures 11 to 13 show the retention ratios

    and the strength degradation for the two moulding compoundsat different temperatures after saturation moisture

    conditioning. The maximum moisture concentration for the

    two moulding compounds as determined was 0.23 wt %

    (Mould compound 1) and 0.3 wt % (Mould compound 2)

    respectively.

    Figure 11 Temperature Vs Retention Ratio plot

    Figure 12 Temp Vs strength plot of Mould Compound 1

    Figure 13 Temp Vs Strength plot of mould Compound 2

    used in encapsulation Figure 14. 56L

    TQLMP - XY stress

    The actual strength of the encapsulant resin is reduced due

    to the moisture absorption especially at higher temperatures.

    The strength degradation versus temperature plots for a

    saturation moisture conditioned mould compound 1 andmould compound 2 are shown in figures 12 and 13.The XY in

    plane stresses of the encapsulation alone at 34 C are shown

    in Figure 14.

    V. FAILURE THEORIES AND ANALYSESThe failure of composites has been investigated extensively

    from the micromechanical and the macromechanical points of

    view. As the encapsulant mould compound is a filled

    composite , failure theories for composites are required to

    describe and predict failure. Failure predictions based on

    micromechanics, even when they are accurate with regard to

    failure initiation at critical points, are only approximate withregard to global failure with respect to orthotropy. For these

    reasons a macromechanical approach to failure analysis is

    preferred.

    Numerous failure theories have been proposed exclusively

    for composite materials and are available to the composite

    structural designer. They are classified into three groups, limit

    or non interactive theories (maximum stress, maximum strain)

    , interactive theories by Azzi-Tsai-Hill [12] and Tsai-Wu [13]

    and partially interactive or failure mode based theories . The

    M 1

    M2

    Mould 2

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    validity and applicability of the above theories depends on the

    phenomenological events like interaction between the normal

    and shear stresses and agreement with experimental results.

    At the maximum operating temperature i.e at ~ 34 C , the

    following values were obtained for the stresses actually

    developed and the mean strength of the 36L package

    encapsulation using mould compound 1. The values of the

    tensile , compressive and shear strengths for the two mpuldcompounds at a designated temperature can be read off from

    figures 12 and 13. The actual stresses developed can be

    extracted from the FE analyses. These values correspond to

    the encapsulation material only and not the operative part of

    the package. For the total shear stress developed in the

    package refer figure 5.

    For Mould compound 1 the following are the stress details.

    Maximum operating conditioning i.e at 34 C ( lengthwise)

    X stress in MPa = 35.303

    Y stress in MPa = 3.31XY shear stress in MPa = 24.26

    Tensile strength in MPa =180

    Compressive strength in MPa = 190

    Shear strength in MPa = 90

    When the failure theories are applied the parameters on the

    left hand side are lesser than 1 or the failure index. This is

    shown below

    Tsai Wu Failure theory: 0.116 < 1

    Azzi-Tsai-Hill theory: 0.107(Tensile) / 0.104(compressive)