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Table 8.2 Time to Delamination and Arc Resistance Data for Common Materials Material Standard FR-4 Epoxy Enhanced FR-4 Epoxy Enhanced, Filled FR-4 High-Tg FR-4 Epoxy Enhanced High-Tg FR-4 Enhanced, Filled High-Tg FR-4 BT/Epoxy Blend PPO/Epoxy Low Dk/Df Epoxy Blend-A Low Dk/Df Epoxy Blend-B Advanced Low Dk/Df Polyimide Halogen-Free, Filled High-Tg FR-4 Tg ( C) 140 140 150 175 175 175 190 175 200 180 220 260 175 T260 8 18 20 30 25 45 4 10 30+ 30+ 30+ 30+ 30+ 30+ 30+ 30+ 20 30 T288 5 10 6 12 7 15 8 16 2 8 8 20 6 12 10 20 15 35 30+ 8 12 Arc Resistance 65 120 75 120 80 120 70 120 70 120 80 120 100 120 110 120 110 125 110 120 110 120 130 120 130

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better performance in both time-to-delamination tests as well as thermal cycling tests Figure 88 is an example of a TMA scan on a multilayer PCB that evaluates T260 performance The top curve plots the temperature while the other curve measures sample thickness Delamination results in a rapid increase in sample thickness and indicates the endpoint for the test Figure 89 is a T288 scan for the same material Note that times to delamination on PCBs are generally much shorter than times on either copper clad laminate or unclad laminate Although time-to-delamination tests have received much attention as lead-free assembly processes have become common, it is important not to focus exclusively on one property or type of measurement when specifying laminate materials for lead-free applications First, the correlation between time-to-delamination performance and lead-free assembly compatibility is not always apparent.

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Long T260 or T288 times by themselves do not ensure good reliability in lead-free applications Conversely, some materials with good but not necessarily great T260 or T288 times have exhibited excellent performance in lead-free applications So although it is important to consider time-to-delamination performance when specifying materials for lead-free assembly applications, these values should not be looked at exclusively A balance of several properties, as will be discussed in Chap 10, is necessary for these applications 825 Arc Resistance In this test technique, a low current arc is placed above the surface of a material Arc resistance describes the time the material resists tracking, or forming a conductive path, under this condition Arc resistance values are also shown in Table 82 Figure 810 illustrates the test technique 826 Density The density of various materials is given in Table 83 82.

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7 Copper Peel Strength Peel strength testing is the most popular method used to measure the bond between the conductor and the substrate Peel strengths can be measured in the as received condition, after thermal stress, at elevated temperature, and after exposure to processing chemicals The standard procedure requires that the sample consist of traces or strips of copper foil, or other metal to be tested, and that they be imaged onto the sample using standard printed circuit.

80000 4.44 min 60000 Dimension change (ppm)

There wasn t a dry eye at the wedding reception when Paul Olsen nished the toast to his daughter and her new husband. Paul spoke from his heart as he looked at Amy with a few happy tears of his own. He beamed with pride in his beautiful daughter. Everyone at the reception felt the supportive love that lled the room. Weddings are just one of the speaking events that fall into the category of special occasions. In this chapter we ll consider these situations: offering toasts at weddings, retirements, and birthdays; delivering a eulogy; campaigning for of ce; introducing a speaker; and chairing a meeting. But before we focus on each individual situation, let s take a look at the common celebratory practice of raising a glass in a toast.

40000 150 20000 100 0

FIGURE 8.8 T260 example for an enhanced high-Tg FR-4.

250 Dimension change (ppm) 9.37 min Temperature ( C) 40000 200

T288 example for an enhanced high-Tg FR-4.

We can do this because, as you know, it is possible to expand any vector in terms of some basis. What this relation gives us is an expansion of the basis vector ea in terms of the old basis eb . The components of ea in the eb basis are given by a b . Note that we are denoting the new coordinates by primes and the old coordinates are unprimed indices. EXAMPLE 2-1 Plane polar coordinates are related to cartesian coordinates by x = r cos and y = r sin

Temperature ( C)

0.250"