Philips AZT9500, Service Manual

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1-1
TECHNICAL SPECIFICATION
General
Dimensions (WxHxD) : 128x34x139.5mm
Weight without batteries : 220g
Laser
Output power : <5mW (3mW typ.)
Wavelength : 780nm
Shock resistance
+X/-X direction :
≥
2.5g
+Y/-Y direction :
≥
2.5g
+Z/-Z direction :
≥
2.0g
Power supply modes
Battery lifetime
Battery level detection – CD mode
Battery level detection – Tuner mode
Current consumption
Charge section (not on all versions)
Charge current : 250mA ±10%
Charge time for 80% AY3362 : 4.0h nom.
Max. charge time (µP controlled) : 7h
Temperature protection
: 50°C ±5°C
Tuner (not on all versions)
Headphone out (measured with 16
Ω
load, DBB/ESP off)
Output power (THD=10%)
/17 version only : 2x6mW (+1/-3dB)
all other versions : 2x2.5mW (+1/-3dB)
Frequency response CD (1mW) : 100Hz-20kHz within 6dB
Frequency response AM (1mW) : 100Hz-1.5kHz within
6dB
Frequency response FM (1mW)
: 100Hz-12.5kHz within
6dB
S/N ratio CD (unwght)
:
≥
78dB (81dB typ.)
S/N ratio CD (A-wght) :
≥
82dB (84dB typ.)
S/N ratio AM (A-wght) :
≥
40dB (45dB typ.)
S/N ratio FM (A-wght) :
≥
45dB (55dB typ.)
THD+N CD (1kHz, 1mW) :
≤
1% (0.2% typ.)
THD+N AM/FM (1kHz, 1mW) :
≤
7% (2% typ.)
Channel crosstalk (1kHz, no load) :
≤
-24dB (-44dB typ.)
Channel unbalance (-40dB) :
≤
5dB
Volume attenuation (1kHz) :
≥
60dB
Dynamic Bass Boost DBB
E G A T S B B D
e s n o p s e r y c n e u q e r F
z H k 3 6 z H k 1 z H k 0 1
B B D B d 2 ± B d 8 + B d 2 ± B d 0 B d 2 ± B d 0
M F M A
e g n a r g n i n u T z H M 8 0 1 - 5 . 7 8
z H k 2 0 6 1 - 1 3 5
7 1 / r o f z H k 0 0 7 1 - 0 3 5
F I z H M 7 . 0 1 z H k 0 5 4
y t i v i t i s n e S
% 0 3 = m , N / S B d 6 2
t n i o p g n i t i m il B d 3 -
≤
) . p y t f B d 5 1 ( f B d 2 2
≤
) . p y t f B d 5 1 ( f B d 6 2
≤
) . p y t m / V m 3 ( m / V m 5
d i r g y c n e u q e r F
z H k 0 0 1
7 1 / r o f z H k 0 5
z H k 9
7 1 / r o f z H k 0 1
n o i t r o t s i D
≤
) . p y t % 2 ( % 7
, V m 1 = f r
∆
z H k 5 7 = f
≤
) . p y t % 2 ( % 7
% 0 8 = m , V m 1 = f r
o i t a r n o i t c e j e r e g a m I
≥
) . p y t B d 5 2 ( B d 0 2
≥
) . p y t B d 0 4 ( B d 8 2
E D O M N O I T A R E P O
) V 5 . 4 ( Y L P P U S N I - C D ) V 5 2 . 2 ( Y L P P U S . T T A B
F F O P S E N O P S E F F O P S E N O P S E
e d o m y a l P D C . p y t A m 0 1 1 . p y t A m 0 0 1 . p y t A m 0 3 1 . p y t A m 0 2 1
e d o m p m u J D C . p y t A m 0 2 2 . p y t A m 0 2 2 . p y t A m 0 0 3 . p y t A m 0 0 4
e d o m R E N U T . p y t A m 0 3 . p y t A m 0 3
y b - d n a t S
) e g r a h c e r . l c x e (
. p y t A m 5 1 0 5 3
µ
. p y t A
L E V E L N O I T C E T E D s e i r e t t a b y r a m i r P s e i r e t t a b e l b a g r a h c e R
y t p m e y r e t t a B
V 0 . 2
V m 0 5 - / 0 0 1 +
V 0 . 2
V m 0 5 - / 0 0 1 +
1 k a e w y r e t t a B
+ l e v e l y t p m e y r e t t a b
V 7 . 0
±
V m 0 0 1
+ l e v e l y t p m e y r e t t a b
V 5 . 0
±
V m 0 0 1
2 k a e w y r e t t a B
+ l e v e l y t p m e y r e t t a b
V 5 4 . 0
±
V m 0 0 1
+ l e v e l y t p m e y r e t t a b
V 5 3 . 0
±
V m 0 0 1
3 k a e w y r e t t a B
+ l e v e l y t p m e y r e t t a b
V 2 . 0
±
V m 0 0 1
+ l e v e l y t p m e y r e t t a b
V 2 . 0
±
V m 0 0 1
L E V E L N O I T C E T E D s e i r e t t a b y r a m i r P s e i r e t t a b e l b a g r a h c e R
y t p m e y r e t t a B
V 8 . 1
V m 0 5 - / 0 0 1 +
V 8 . 1
V m 0 5 - / 0 0 1 +
1 k a e w y r e t t a B
+ l e v e l y t p m e y r e t t a b
V 5 7 . 0
±
V m 0 0 1
+ l e v e l y t p m e y r e t t a b
V 7 . 0
±
V m 0 0 1
2 k a e w y r e t t a B
+ l e v e l y t p m e y r e t t a b
V 5 4 . 0
±
V m 0 0 1
+ l e v e l y t p m e y r e t t a b
V 5 . 0
±
V m 0 0 1
3 k a e w y r e t t a B
+ l e v e l y t p m e y r e t t a b
V 3 . 0
±
V m 0 0 1
+ l e v e l y t p m e y r e t t a b
V 3 . 0
±
V m 0 0 1
E P Y T Y R E T T A B
E D O M D C
F F O P S E
E D O M D C
N O P S E
R E N U T
E D O M
s e i r e t t a b y r a m i r P
6 R L x 2
≥
h 2 1
) . p y t h 8 1 (
≥
h 2 1
) . p y t h 8 1 (
≥
h 0 5
) . p y t h 0 7 (
s e i r e t t a b e l b a g r a h c e R
) h A m 0 0 2 1 ( 2 6 3 3 Y A
≥
h 7
) . p y t h 0 1 (
≥
h 7
) . p y t h 0 1 (
≥
h 5 2
) . p y t h 5 3 (
E D O M Y L P P U S
e g n a r e g a t l o V
D C r e n u T
t e k c o s N I - C D V 0 . 6 - 5 . 2
s e i r e t t a b y r a m i r P
6 R L x 2
V 6 . 3 - 6 . 1 V 6 . 3 - 9 . 1
s e i r e t t a b e l b a g r a h c e R
) h A m 0 0 2 1 ( 2 6 3 3 Y A
V 6 . 3 - 6 . 1 V 6 . 3 - 9 . 1