TDA4858 Datasheet, PDF (7/44 Pages) NXP Semiconductors – Economy Autosync Deflection Controller (EASDC)

Philips Semiconductors
Economy Autosync Deflection Controller
(EASDC)
Product specification
TDA4858
This operation ensures a smooth tuning and avoids fast
changes of horizontal frequency during catching.
In this concept it is not allowed to load HPLL1.
The frequency dependent voltage at this pin is fed
internally to HBUF (pin 27) via a sample-and-hold and
buffer stage. The sample-and-hold stage removes all
disturbances caused by horizontal sync or composite
vertical sync from the buffered voltage. An external
resistor from HBUF to HREF defines the frequency range.
Table 1 Calculation of total spread
spread of:
IC
C_HCAP
R_HREF
R_HREF, R_HBUF
Total
for f_max
3%
2%
1%
−
6%
for f_min
3%
2%
−
1% × (2.3 × n_S − 1)
8.69%
PLL1 phase detector
The phase detector is a standard type using switched
current sources. It compares the middle of horizontal sync
with a fixed point on the oscillator sawtooth voltage.
The PLL1 loop filter is connected to HPLL1 (pin 26).
Horizontal oscillator
The horizontal oscillator is of the relaxation type and
requires a capacitor of 10 nF at HCAP (pin 29).
For optimum jitter performance the value of 10 nF must not
be changed.
The maximum oscillator frequency is determined by a
resistor from HREF to ground. A resistor from HREF to
HBUF defines the frequency range.
The reference current at HREF also defines the integration
time constant of the vertical sync integration.
Calculation of line frequency range
First the oscillator frequencies f_min and f_max have to be
calculated. This is achieved by adding the spread of the
relevant components to the highest and lowest sync
frequencies f_S(min) and f_S(max). The oscillator is driven by
the difference of the currents in R_HREF and R_HBUF. At the
highest oscillator frequency R_HBUF does not contribute to
the spread. The spread will increase towards lower
frequencies due to the contribution of R_HBUF. It is also
dependent on the ratio n_S = ^f-f-S-_S----⁽⁽-^m-_m----^ai--_nx--₎-⁾
The following example is a 31.45 to 64 kHz application:
n_S = ^f-f-S-_S----⁽⁽-^m-_m----^ai--_nx--₎-⁾ = _{3----1-6--.-4-4---5--k---H-k---Hz-----z-} = 2.04
Thus the typical frequency range of the oscillator in this
example is:
f_max = f_{S (max)} × 1.06 = 67.84 kHz
f_min = ^f--1S----.-⁽_0-^m---8--ⁱ-7ⁿ---⁾ = 28.93 kHz
The resistors R_HREF and R_HBUF can be calculated with the
following formulae:
R_HREF = -7---4-f--_m--^×--_a---k_x---H-_[--k--z--H--^×--z---k-_]---^Ω--- = 1.091 kΩ
R_HBUF = -R----^H----^R---^E----^F-n---^×--_–---1-1--.--1---8-----^×-----n-- = 2.241 kΩ
Where: n = ^f-f-m-_m----^ai-_n-^x- = 2.35
The spread of f_min increases with the frequency ratio
f-f-_{S-S----((-m-m----ai--nx--)-)}
For higher ratios this spread can be reduced by using
resistors with less tolerances.
1997 Oct 27
7